<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-7781257157449614352</id><updated>2026-03-26T01:14:40.685-07:00</updated><category term="SR:-.photoshopstar"/><category term="SR:-photoshoproadmap"/><category term="SR:-photoshopsupports"/><category term="SR:-photoshopessentials"/><category term="SR:designfruit"/><category term="effects"/><category term="CS3"/><category term="Photo Manipulation"/><category term="Photoshop CS5"/><category term="photoshop updates"/><category term="sr:psd.tutsplus"/><category term="30 Creative"/><category term="3D Outdoor Room Scene"/><category term="Abstract 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Drinks"/><category term="Water Drop Text Effect"/><category term="Watercolor Effect"/><category term="baby effects"/><category term="eye effects"/><category term="gimp"/><category term="light motion trails"/><category term="nice result"/><category term="photoshop Color"/><category term="photoshop Creating"/><category term="photoshop Eery-Eye"/><category term="photoshop Old Printouts"/><category term="photoshop Turning"/><category term="photoshop effects"/><category term="photoshop filters"/><category term="positive environment"/><category term="resume in photoshop"/><category term="sr:-psd.tutsplus"/><category term="sr:4creatingawebsite"/><category term="sr:9tutorials."/><category term="sr:adventuresincreativity"/><category term="sr:allfacebook"/><category term="sr:creativetechs"/><category term="sr:digital-photography-school"/><category term="sr:grysoman"/><category term="sr:nill.cz"/><category term="sr:photoshop-garden"/><category term="sr:psd.tutsplus."/><category term="stylise model"/><category term="photoshop tutorials"/><title type='text'>Adobe Photoshop</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>476</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-154566002585030692</id><published>2011-09-07T21:01:00.003-07:00</published><updated>2011-09-08T01:26:59.991-07:00</updated><title type='text'>Create a Cool Halftone Effect in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;In this tutorial, we’re going to go a bit retro. You’ll learn how to  create halftone patterns and creatively cut up an image of a model  holding a boombox. You’ll then use those cut elements to make your  design. We use some layer styles to get everything to come together  cohesively. The effects are fun, and you can apply these methods to  other designs as well.&lt;br /&gt;&lt;span id=&quot;more-79&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;h3&gt;Step 1&lt;/h3&gt;Start out by downloading/purchasing our image from iStockPhoto: &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;Boombox Image&lt;/a&gt;.  Alternatively, you could apply these techniques to an image of your  choosing and still follow along (or as in the download PSD you could  just use the ‘comp’ that iStock lets you download). &lt;br /&gt;I downloaded the largest image available for this photo. There is  some reason behind this madness: we’ll be using cut images from the  large photo to place into our design. Using the large image will allow  us to have larger speaker elements.&lt;br /&gt;Make a copy of this large photo. Open up the copy and resize it to  500px wide and make sure Constrain Proportions is checked so the height  changes proportionally. Save this file as .psd and name it  boombox_final. This will be our canvas for this tutorial. Also, open up  our original large image we downloaded as we will be cutting some images  from it starting in Step 3.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/1.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 2&lt;/h3&gt;Let’s prepare our boombox_final.psd document. First cut out the  boombox image. Also cut out the top half of our model. Below is an image  of the top half of the model cut out. You can see the boombox cutout in  the preview of the layers palette as well as the layer order. We need  to cut out these pieces so that we can place elements behind them as we  build our design.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;img src=&quot;http://psd.tutsplus.com/wp-content/themes/tuts/images/global/box.gif&quot; /&gt;&lt;/div&gt;&lt;h3&gt;Step 3&lt;/h3&gt;Let’s jump over to our large image. Grab the Elliptical Marquee Tool.  Draw a selection that covers the right speaker. Then   Command/Ctrl-Click and select Refine Edge. Use the settings in the image  below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/3.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 4&lt;/h3&gt;Turn on Edit in Quick Mask Mode (Q). Then go to Filter &amp;gt; Pixelate &amp;gt; Color Halftone. Use the settings below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/4.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 5&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). Copy this selection.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/5.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 6&lt;/h3&gt;Now paste this cut out image of the speaker into the boombox_final design. And move it to the bottom left corner.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/6.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 7&lt;/h3&gt;Now we are going to follow the same steps to place some texture over  the speaker. First make a small selection in our large stock photo. Then  type Cmd/Ctrl-Click and select Refine Edge. The only difference in this  setting is that we set our Feather to 15px. The rest is the same. Turn  on Edit in Quick Mask Mode (Q). Then go to Filter &amp;gt; Pixelate &amp;gt;  Color Halftone. Use the same settings as we did before only this time  change the Max Radius to 10 Pixels. Then go back to Edit in Standard  Mode (Q). Copy the selection, then paste it into our design and move it  to the bottom left corner over the speaker.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/7.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 8&lt;/h3&gt;We’re going to jump over to our large stock image again. Grab the  Brush Tool. Give it a Master Diameter of 900px and a Hardness of 0  percent. Turn on Edit in Quick Mask Mode (Q). Click in the center of the  image. Then go to Filter &amp;gt; Pixelate &amp;gt; Color Halftone. Use the  settings in the image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/8.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 9&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). It should look like the  selection below. Invert the selection by going to Select &amp;gt; Inverse.  Copy this selection.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/9.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 10&lt;/h3&gt;Paste the selection into our boombox_final document. Give it a layer  style of Lighten. You can see the white dots emerge in the bottom of our  document. Place it so that it matches the image below. Then copy the  speaker we placed before and move it behind our model, but in front of  the large dots.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/10.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 11&lt;/h3&gt;Create a new layer in our boombox_final.psd design document. Turn on  Edit in Quick Mask Mode (Q). Grab the Brush Tool. Make sure it’s set to  Master Diameter of 300px with a Hardness of 0 percent. Draw across the  bottom of the image. Then go to Filter &amp;gt; Pixelate &amp;gt; Color  Halftone. Use the settings below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/11.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 12&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). Create a pink gradient  and draw it from the left and angle down to the right to get a result  similar to the image below. Reposition this layer in the Layers Palette  just above the speaker behind the boom box. Set the layer style to  Screen.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/12.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 13&lt;/h3&gt;Copy the gradient. Use the Free Transform Tool to reduce the size and  reposition in the bottom right-hand corner over the larger pink  gradient. Keep the setting to Screen. Then make another copy of this and  free transform it by reducing and rotating it to fit in the top left  hand corner. Do that one more time for the top right-hand corner.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/13.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Let’s copy some elements. I copied the texture in the bottom left  corner and placed it behind the bottom right of the boombox. I also  placed a copy in the top right. I made multiple copies of the speakers.  Then I used the Free Transform tool to scale them. The image below shows  where these copies were placed.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/14.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 15&lt;/h3&gt;Create a new layer. Turn on Edit in Quick Mask Mode (Q). Grab the  Brush Tool. Make sure it’s set to Master Diameter of 50px with a  Hardness of 0 percent. We make our line follow the edges of some of the  elements in our design. Then go to Filter &amp;gt; Pixelate &amp;gt; Color  Halftone. Use the settings in the image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/15.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 16&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). Then fill our selection with a pink gradient.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/16.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 17&lt;/h3&gt;Set this layer to Vivid Light to achieve the effect below.photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/17.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 18&lt;/h3&gt;Next we are going to make our text. Grab the Text Tool and write the  word boombox in all lowercase. I used a font called Silom with -70  character tracking and 120pt type.photoshop updates I’ll show the Layer Styles used to  create the font effect in the screenshots following the image of the  text effect below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/18.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 19&lt;/h3&gt;Now we’re just going to have some fun and copy some elements around the design until it looks cool. I copied the &lt;em&gt;x&lt;/em&gt;  and played with its Gradient Overlay colors. I placed a handful of them  by the boombox and also up top. The gradients have different variations  from pink to purplephotoshop updates. I also used Free Transform to change the size and  rotate the letters. I added a couple more speakers at the top left  behind the large &lt;em&gt;x&lt;/em&gt;. Then I copied the brush tool pattern we  made a couple times and placed that over some elements top right and  then top left. The final image is below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/19.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Conclusion&lt;/h3&gt;Halftone patterns are a lot of fun, and like anything in Photoshop,  they can be combined with layer styles to create some cool effects.  Finding interesting areas of an image to copy and overlay your design.  In this case we used a speaker. Try cutting out other parts of your next  design to mix and match with various effects. Thanks.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;photoshop updates&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;sr:pspt &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/154566002585030692/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-halftone-effect-in_804.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/154566002585030692'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/154566002585030692'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-halftone-effect-in_804.html' title='Create a Cool Halftone Effect in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-5799286761583249614</id><published>2011-09-07T21:01:00.002-07:00</published><updated>2011-09-08T01:19:33.699-07:00</updated><title type='text'>Create a Cool Halftone Effect in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;In this tutorial, we’re going to go a bit retro. You’ll learn how to  create halftone patterns and creatively cut up an image of a model  holding a boombox. You’ll then use those cut elements to make your  design. We use some layer styles to get everything to come together  cohesively. The effects are fun, and you can apply these methods to  other designs as well.&lt;br /&gt;&lt;span id=&quot;more-79&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;h3&gt;Step 1&lt;/h3&gt;Start out by downloading/purchasing our image from iStockPhoto: &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;Boombox Image&lt;/a&gt;.  Alternatively, you could apply these techniques to an image of your  choosing and still follow along (or as in the download PSD you could  just use the ‘comp’ that iStock lets you download). &lt;br /&gt;I downloaded the largest image available for this photo. There is  some reason behind this madness: we’ll be using cut images from the  large photo to place into our design. Using the large image will allow  us to have larger speaker elements.&lt;br /&gt;Make a copy of this large photo. Open up the copy and resize it to  500px wide and make sure Constrain Proportions is checked so the height  changes proportionally. Save this file as .psd and name it  boombox_final. This will be our canvas for this tutorial. Also, open up  our original large image we downloaded as we will be cutting some images  from it starting in Step 3.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/1.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 2&lt;/h3&gt;Let’s prepare our boombox_final.psd document. First cut out the  boombox image. Also cut out the top half of our model. Below is an image  of the top half of the model cut out. You can see the boombox cutout in  the preview of the layers palette as well as the layer order. We need  to cut out these pieces so that we can place elements behind them as we  build our design.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;img src=&quot;http://psd.tutsplus.com/wp-content/themes/tuts/images/global/box.gif&quot; /&gt;&lt;/div&gt;&lt;h3&gt;Step 3&lt;/h3&gt;Let’s jump over to our large image. Grab the Elliptical Marquee Tool.  Draw a selection that covers the right speaker. Then   Command/Ctrl-Click and select Refine Edge. Use the settings in the image  below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/3.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 4&lt;/h3&gt;Turn on Edit in Quick Mask Mode (Q). Then go to Filter &amp;gt; Pixelate &amp;gt; Color Halftone. Use the settings below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/4.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 5&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). Copy this selection.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/5.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 6&lt;/h3&gt;Now paste this cut out image of the speaker into the boombox_final design. And move it to the bottom left corner.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/6.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 7&lt;/h3&gt;Now we are going to follow the same steps to place some texture over  the speaker. First make a small selection in our large stock photo. Then  type Cmd/Ctrl-Click and select Refine Edge. The only difference in this  setting is that we set our Feather to 15px. The rest is the same. Turn  on Edit in Quick Mask Mode (Q). Then go to Filter &amp;gt; Pixelate &amp;gt;  Color Halftone. Use the same settings as we did before only this time  change the Max Radius to 10 Pixels. Then go back to Edit in Standard  Mode (Q). Copy the selection, then paste it into our design and move it  to the bottom left corner over the speaker.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/7.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 8&lt;/h3&gt;We’re going to jump over to our large stock image again. Grab the  Brush Tool. Give it a Master Diameter of 900px and a Hardness of 0  percent. Turn on Edit in Quick Mask Mode (Q). Click in the center of the  image. Then go to Filter &amp;gt; Pixelate &amp;gt; Color Halftone. Use the  settings in the image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/8.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 9&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). It should look like the  selection below. Invert the selection by going to Select &amp;gt; Inverse.  Copy this selection.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/9.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 10&lt;/h3&gt;Paste the selection into our boombox_final document. Give it a layer  style of Lighten. You can see the white dots emerge in the bottom of our  document. Place it so that it matches the image below. Then copy the  speaker we placed before and move it behind our model, but in front of  the large dots.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/in-this-tutorial-well-go-through-all.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/10.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 11&lt;/h3&gt;Create a new layer in our boombox_final.psd design document. Turn on  Edit in Quick Mask Mode (Q). Grab the Brush Tool. Make sure it’s set to  Master Diameter of 300px with a Hardness of 0 percent. Draw across the  bottom of the image. Then go to Filter &amp;gt; Pixelate &amp;gt; Color  Halftone. Use the settings below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/11.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 12&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). Create a pink gradient  and draw it from the left and angle down to the right to get a result  similar to the image below. Reposition this layer in the Layers Palette  just above the speaker behind the boom box. Set the layer style to  Screen.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/12.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 13&lt;/h3&gt;Copy the gradient. Use the Free Transform Tool to reduce the size and  reposition in the bottom right-hand corner over the larger pink  gradient. Keep the setting to Screen. Then make another copy of this and  free transform it by reducing and rotating it to fit in the top left  hand corner. Do that one more time for the top right-hand corner.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/13.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Let’s copy some elements. I copied the texture in the bottom left  corner and placed it behind the bottom right of the boombox. I also  placed a copy in the top right. I made multiple copies of the speakers.  Then I used the Free Transform tool to scale them. The image below shows  where these copies were placed.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/14.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 15&lt;/h3&gt;Create a new layer. Turn on Edit in Quick Mask Mode (Q). Grab the  Brush Tool. Make sure it’s set to Master Diameter of 50px with a  Hardness of 0 percent. We make our line follow the edges of some of the  elements in our design. Then go to Filter &amp;gt; Pixelate &amp;gt; Color  Halftone. Use the settings in the image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/15.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 16&lt;/h3&gt;Let’s go back to Edit in Standard Mode (Q). Then fill our selection with a pink gradient.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/16.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 17&lt;/h3&gt;Set this layer to Vivid Light to achieve the effect below.photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/17.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 18&lt;/h3&gt;Next we are going to make our text. Grab the Text Tool and write the  word boombox in all lowercase. I used a font called Silom with -70  character tracking and 120pt type.photoshop updates I’ll show the Layer Styles used to  create the font effect in the screenshots following the image of the  text effect below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/18.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 19&lt;/h3&gt;Now we’re just going to have some fun and copy some elements around the design until it looks cool. I copied the &lt;em&gt;x&lt;/em&gt;  and played with its Gradient Overlay colors. I placed a handful of them  by the boombox and also up top. The gradients have different variations  from pink to purplephotoshop updates. I also used Free Transform to change the size and  rotate the letters. I added a couple more speakers at the top left  behind the large &lt;em&gt;x&lt;/em&gt;. Then I copied the brush tool pattern we  made a couple times and placed that over some elements top right and  then top left. The final image is below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/47_halftone/download_create_a_halftone_boombox_effect/19.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Conclusion&lt;/h3&gt;Halftone patterns are a lot of fun, and like anything in Photoshop,  they can be combined with layer styles to create some cool effects.  Finding interesting areas of an image to copy and overlay your design.  In this case we used a speaker. Try cutting out other parts of your next  design to mix and match with various effects. Thanks.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;photoshop updates&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;sr:pspt &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/5799286761583249614/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-halftone-effect-in_7436.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/5799286761583249614'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/5799286761583249614'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-halftone-effect-in_7436.html' title='Create a Cool Halftone Effect in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-691168086539078624</id><published>2011-09-07T05:22:00.003-07:00</published><updated>2011-09-08T01:27:00.071-07:00</updated><title type='text'>How to Create a Hellacious Flaming Skull in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH4JsUd-QxRPKnhXEev1-p1bgERjucGOhFaBPqYFlmLdZ9Vh8BqdVHWA8u8HvGiXMkmoQg7NNRz32WpSlbwGT9Pw1MuIF2Ghw9fSIwwfR6a_FI0yI2d3iy94RhvstPR9fKU2QRqP7EMs/s320/photoshop.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;In this tutorial, we’ll go through all the steps  of creating a  flaming skull in Photoshop. We’ll be using some images we shot ourself  of flames, and a stock Designious vector skull to get us started. This  tutorial covers some relatively simple steps and some clever photo  manipulation techniques. Let’s get to it!  &lt;br /&gt;&lt;span id=&quot;more-2894&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;h3&gt;Final Image Preview&lt;/h3&gt;Take a look at the image we’ll be creating. Want access to the full  PSD files and downloadable copies of every tutorial, including this one?  Join Psd Plus for just $9/month. You can view the final image preview below.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img alt=&quot;skull on fire&quot; height=&quot;849&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/final-image.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 1&lt;/h3&gt;For this tutorial, I used Photoshop CS3, a skull from Designious.com (you could choose to use a free skull though, such as Skull Vector Pack 1)  and some hi-res flames images. The high-res image files are available to Psd Plus  members in the download pack. Though non-members are certainly welcome  to shoot your own flame photos or find some stock to use here, so you  can follow along.&lt;br /&gt;To get things started, create a new document 210mm by 290mm with a 100% black background.&lt;br /&gt;&lt;h3&gt;Step 2&lt;/h3&gt;Copy (Command + C) and paste (Command + V) the vector from Illustrator to Photoshop as  pixels.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/2.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 3&lt;/h3&gt;On  a new layer create an ellipse filled with dark red (#4c0400) that  surrounds the skull. Next, apply a Gaussian  Blur of 250px (maximum  value), and place that layer under the skull.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/3.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 4&lt;/h3&gt;Let’s prepare the skull for the flames. Select the white color from  the skull. (Select &amp;gt; Color Range) and fill it with an orange-yellow  color(#f9ae31), except the teeth and mandible that will be filled with  light red (#e82b19).Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/4.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 5&lt;/h3&gt;Select the red area using Select &amp;gt; Color Range and then contract using Select &amp;gt; Contract &amp;gt; with 4 px, then and Delete.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/5.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 6&lt;/h3&gt;Select the yellow color. Next use a Brush with Toll on 250-300 px,  Hardness of 0, Opacity at 10-15%, red for the color (d02207), and  gradually color from the interior towards the  exterior, until you  get a  skull with a bit of glow.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/6.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 7&lt;/h3&gt;Lets try to add some volume to the skull. Use the Eraser Tool with a  diameter of 200px, Hardness of 0, and Opacity of 70%, and erase some of  the red. Here we establish the lighter and darker parts of the skull so  we can see some  volume.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/7.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 8&lt;/h3&gt;Now double the Skull layer. Select the skull closest to the background and apply a  Gaussian Blur of 8-10 px to create a glow.&lt;br /&gt;Select the area under the nose including the teeth. Now grab a 80px  Brush with a color of red (#d02207). Brush color on the right and left  sides creating a soft gradient that ads depth to the lower part of the  skull.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;483&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/9.jpg&quot; style=&quot;display: inline;&quot; width=&quot;351&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 9&lt;/h3&gt;Now that we have a hot skull on our screen, let’s start the fire!  Open the files with the flames and prepare each of them to be used on  our image as follows:&lt;br /&gt;A. Open  the flames files.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;B. Go to Select &amp;gt; Color Range, and select the darker area of the  background. Next, Invert the selection  (Command + Shift + I).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;ins style=&quot;border: none; display: inline-table; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;/ins&gt;&lt;br /&gt;&lt;ins id=&quot;aswift_0_anchor&quot; style=&quot;border: none; display: block; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;/ins&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11a.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;C. Go to Select &amp;gt; Modify &amp;gt; Feather, and set to about 20px. Then drag and drop them into our main skull document.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11b.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;D. Set the blend modes to Screen or Lighten.&lt;br /&gt;E. For the flames that will have other flames on  top of them, we’ll  need to adjust the color Balance. You can do this by going to Image &amp;gt;  Adjustments &amp;gt; Color Balance (Command + B).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11d.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 10&lt;/h3&gt;Use the Free Transform Tool (Command + T) to arrange each flame into the desired position and the desired proportions.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11-12.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 11&lt;/h3&gt;Notice that the teeth area looks a bit darker than the rest of the  skull so  using the Brush Tool(B) and yellow (d02207) you lighten some  parts of the teeth  so they can blend better with the flames.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/12.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 12&lt;/h3&gt;Use the Smudge Tool (R) on the flames near the eyeballs to make them  touch the skull so that you create a smooth transition from the skull to  the flames.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/14.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 13&lt;/h3&gt;Use the Smudge Tool (R) to make the yellow parts of the skull blend with the  base of the flames.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/15.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Use  the Smudge Tool again in the red areas from the shadow where you try to draw a contour going towards the dark areas.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/16.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 15&lt;/h3&gt;Use the Dodge Tool (O) to enhance the glowing effect on the edges of the skull.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/17.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 16&lt;/h3&gt;Use the Burn Tool to work on the shadow areas of the contour so you can smoothen  the passes from light to dark.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/18.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 17&lt;/h3&gt;Now for the smoke. To create the smoke, use the same flame images and  apply the same techniques you did in Steps 10 and 11 to them. The  difference here though is that you’ll need to desaturate these images to  make them look like smoke. You can do this by going to Image &amp;gt;  Adjustments &amp;gt; Hue/Saturation &amp;gt; Desaturate (Command + U), then set  it to -100 for Saturation, and -16 for Luminosity.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/19.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 18&lt;/h3&gt;Now lets apply a 2px Blur filter on the smoke so it blends better. Do this by going to  Filter &amp;gt; Blur &amp;gt; Gaussian Blur.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/20.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Conclusion&lt;/h3&gt;Now the sparks! Using a Brush of 3px with 100% Hardness and 100%  Opacity you start drawing the sparks. You can alter some of them using  the Smudge Tool (R). And that puts the finishing touches on this image.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/21.jpg&quot; style=&quot;display: inline;&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;/div&gt;sr:psp&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/691168086539078624/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-hellacious-flaming-skull_5528.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/691168086539078624'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/691168086539078624'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-hellacious-flaming-skull_5528.html' title='How to Create a Hellacious Flaming Skull in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH4JsUd-QxRPKnhXEev1-p1bgERjucGOhFaBPqYFlmLdZ9Vh8BqdVHWA8u8HvGiXMkmoQg7NNRz32WpSlbwGT9Pw1MuIF2Ghw9fSIwwfR6a_FI0yI2d3iy94RhvstPR9fKU2QRqP7EMs/s72-c/photoshop.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-1804807714029242238</id><published>2011-09-07T05:22:00.002-07:00</published><updated>2011-09-08T01:19:33.756-07:00</updated><title type='text'>How to Create a Hellacious Flaming Skull in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH4JsUd-QxRPKnhXEev1-p1bgERjucGOhFaBPqYFlmLdZ9Vh8BqdVHWA8u8HvGiXMkmoQg7NNRz32WpSlbwGT9Pw1MuIF2Ghw9fSIwwfR6a_FI0yI2d3iy94RhvstPR9fKU2QRqP7EMs/s320/photoshop.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;In this tutorial, we’ll go through all the steps  of creating a  flaming skull in Photoshop. We’ll be using some images we shot ourself  of flames, and a stock Designious vector skull to get us started. This  tutorial covers some relatively simple steps and some clever photo  manipulation techniques. Let’s get to it!  &lt;br /&gt;&lt;span id=&quot;more-2894&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;h3&gt;Final Image Preview&lt;/h3&gt;Take a look at the image we’ll be creating. Want access to the full  PSD files and downloadable copies of every tutorial, including this one?  Join Psd Plus for just $9/month. You can view the final image preview below.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img alt=&quot;skull on fire&quot; height=&quot;849&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/final-image.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 1&lt;/h3&gt;For this tutorial, I used Photoshop CS3, a skull from Designious.com (you could choose to use a free skull though, such as Skull Vector Pack 1)  and some hi-res flames images. The high-res image files are available to Psd Plus  members in the download pack. Though non-members are certainly welcome  to shoot your own flame photos or find some stock to use here, so you  can follow along.&lt;br /&gt;To get things started, create a new document 210mm by 290mm with a 100% black background.&lt;br /&gt;&lt;h3&gt;Step 2&lt;/h3&gt;Copy (Command + C) and paste (Command + V) the vector from Illustrator to Photoshop as  pixels.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/2.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 3&lt;/h3&gt;On  a new layer create an ellipse filled with dark red (#4c0400) that  surrounds the skull. Next, apply a Gaussian  Blur of 250px (maximum  value), and place that layer under the skull.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/3.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 4&lt;/h3&gt;Let’s prepare the skull for the flames. Select the white color from  the skull. (Select &amp;gt; Color Range) and fill it with an orange-yellow  color(#f9ae31), except the teeth and mandible that will be filled with  light red (#e82b19).Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/4.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 5&lt;/h3&gt;Select the red area using Select &amp;gt; Color Range and then contract using Select &amp;gt; Contract &amp;gt; with 4 px, then and Delete.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/5.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 6&lt;/h3&gt;Select the yellow color. Next use a Brush with Toll on 250-300 px,  Hardness of 0, Opacity at 10-15%, red for the color (d02207), and  gradually color from the interior towards the  exterior, until you  get a  skull with a bit of glow.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/6.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 7&lt;/h3&gt;Lets try to add some volume to the skull. Use the Eraser Tool with a  diameter of 200px, Hardness of 0, and Opacity of 70%, and erase some of  the red. Here we establish the lighter and darker parts of the skull so  we can see some  volume.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/7.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 8&lt;/h3&gt;Now double the Skull layer. Select the skull closest to the background and apply a  Gaussian Blur of 8-10 px to create a glow.&lt;br /&gt;Select the area under the nose including the teeth. Now grab a 80px  Brush with a color of red (#d02207). Brush color on the right and left  sides creating a soft gradient that ads depth to the lower part of the  skull.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;483&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/9.jpg&quot; style=&quot;display: inline;&quot; width=&quot;351&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 9&lt;/h3&gt;Now that we have a hot skull on our screen, let’s start the fire!  Open the files with the flames and prepare each of them to be used on  our image as follows:&lt;br /&gt;A. Open  the flames files.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;B. Go to Select &amp;gt; Color Range, and select the darker area of the  background. Next, Invert the selection  (Command + Shift + I).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;ins style=&quot;border: none; display: inline-table; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;/ins&gt;&lt;br /&gt;&lt;ins id=&quot;aswift_0_anchor&quot; style=&quot;border: none; display: block; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;/ins&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11a.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;C. Go to Select &amp;gt; Modify &amp;gt; Feather, and set to about 20px. Then drag and drop them into our main skull document.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11b.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;D. Set the blend modes to Screen or Lighten.&lt;br /&gt;E. For the flames that will have other flames on  top of them, we’ll  need to adjust the color Balance. You can do this by going to Image &amp;gt;  Adjustments &amp;gt; Color Balance (Command + B).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11d.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 10&lt;/h3&gt;Use the Free Transform Tool (Command + T) to arrange each flame into the desired position and the desired proportions.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/11-12.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 11&lt;/h3&gt;Notice that the teeth area looks a bit darker than the rest of the  skull so  using the Brush Tool(B) and yellow (d02207) you lighten some  parts of the teeth  so they can blend better with the flames.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/12.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 12&lt;/h3&gt;Use the Smudge Tool (R) on the flames near the eyeballs to make them  touch the skull so that you create a smooth transition from the skull to  the flames.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/14.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 13&lt;/h3&gt;Use the Smudge Tool (R) to make the yellow parts of the skull blend with the  base of the flames.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/15.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Use  the Smudge Tool again in the red areas from the shadow where you try to draw a contour going towards the dark areas.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/16.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 15&lt;/h3&gt;Use the Dodge Tool (O) to enhance the glowing effect on the edges of the skull.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/17.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 16&lt;/h3&gt;Use the Burn Tool to work on the shadow areas of the contour so you can smoothen  the passes from light to dark.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/18.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 17&lt;/h3&gt;Now for the smoke. To create the smoke, use the same flame images and  apply the same techniques you did in Steps 10 and 11 to them. The  difference here though is that you’ll need to desaturate these images to  make them look like smoke. You can do this by going to Image &amp;gt;  Adjustments &amp;gt; Hue/Saturation &amp;gt; Desaturate (Command + U), then set  it to -100 for Saturation, and -16 for Luminosity.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/19.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 18&lt;/h3&gt;Now lets apply a 2px Blur filter on the smoke so it blends better. Do this by going to  Filter &amp;gt; Blur &amp;gt; Gaussian Blur.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/20.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Conclusion&lt;/h3&gt;Now the sparks! Using a Brush of 3px with 100% Hardness and 100%  Opacity you start drawing the sparks. You can alter some of them using  the Smudge Tool (R). And that puts the finishing touches on this image.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in.html&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/253_Skull_Fire/21.jpg&quot; style=&quot;display: inline;&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;/div&gt;sr:psp&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/1804807714029242238/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-hellacious-flaming-skull_7996.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/1804807714029242238'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/1804807714029242238'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-hellacious-flaming-skull_7996.html' title='How to Create a Hellacious Flaming Skull in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioH4JsUd-QxRPKnhXEev1-p1bgERjucGOhFaBPqYFlmLdZ9Vh8BqdVHWA8u8HvGiXMkmoQg7NNRz32WpSlbwGT9Pw1MuIF2Ghw9fSIwwfR6a_FI0yI2d3iy94RhvstPR9fKU2QRqP7EMs/s72-c/photoshop.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-8477778316836191488</id><published>2011-09-06T04:43:00.003-07:00</published><updated>2011-09-08T01:27:00.194-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3D Outdoor Room Scene"/><title type='text'>Make a Surreal 3D Outdoor Room Scene in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt;Preview&lt;/h2&gt;Here is the scene that we will create. Click on the image for a &lt;a href=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/final_preview.jpg&quot;&gt;full sized view&lt;/a&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Preview&quot; height=&quot;600&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/final_preview_small.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Resources&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://fc08.deviantart.net/fs42/f/2009/123/8/a/Yellow_Flower_Field_by_333half_evil_stock.jpg&quot;&gt;Yellow  Flower Field&lt;/a&gt; by 333half-evil-stock (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://www.filefactory.com/file/b09045f/n/field_025_by_night_fate_stock.jpg&quot;&gt;Field  025&lt;/a&gt; by Julia Starr (Royalty Free License) &lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://photodream-stock.deviantart.com/art/floor-photodreamstock-83657533&quot;&gt;Floor&lt;/a&gt; by Photodream stock (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://www.filefactory.com/file/b0905e3/n/1206582_84327616.jpg&quot;&gt;Painter&lt;/a&gt; by Michael Vincent Manalo (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://wojtar-stock.deviantart.com/art/Paper-texture-1-79335204&quot;&gt;Paper  Texture 1&lt;/a&gt; by Wojciech Sadlej (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://yawee.deviantart.com/art/textures-63427090&quot;&gt;Textures&lt;/a&gt; by yawee (Royalty Free License)&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;Step 1: Create a new file&lt;/h2&gt;Our scene will be large-scale and high-resolution. To start  things off, create a new file with these settings:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Width:&amp;nbsp;3000px&lt;/li&gt;&lt;li&gt;Height&amp;nbsp;of&amp;nbsp;3000px&lt;/li&gt;&lt;li&gt;Resolution: 300 dpi&lt;/li&gt;&lt;li&gt;Color Mode: RGB Color – 8 bit&lt;/li&gt;&lt;li&gt;Background Contents: Transparent&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create a new file&quot; height=&quot;338&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step1_create_new.jpg&quot; width=&quot;532&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 2: Replace the sky of our wallpaper&lt;/h2&gt;To begin, let’s open the &lt;a href=&quot;http://fc08.deviantart.net/fs42/f/2009/123/8/a/Yellow_Flower_Field_by_333half_evil_stock.jpg&quot;&gt;Yellow  Flower Field&lt;/a&gt;  stock in Photoshop. We will be using this to create the walls  of our  room, so transfer it to our 3000×3000 canvas. Click our stock image,   press V to activate our Move Tool (V), and then drag the image to our  canvas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;499&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2a_moved.jpg&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;br /&gt;We need to get rid of the sky in this yellow flower field and   replace it with something else because it is overcast and so it won’t  match the  vibrant scene we are intending to produce. To do this, we  will use the Lasso Tool  (L).&lt;br /&gt;Hold down the left mouse button on the Lasso Tool icon in  the Tools  Panel long enough and three Lasso Tool variations will appear on the   side. Choose the Magnetic Lasso Tool and left-click on the part where  the  horizon falls and drag it to the edge. You will notice that the  Magnetic Lasso  Tool sticks to the foreground and automatically selects  the area we want to get  rid of.&lt;br /&gt;Now that the selection is created, hit Delete to remove the  sky from the stock image.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2b_magnetic_lasso_tool.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;We will replace the deleted sky in the Yellow Flower Field  with the sky in the &lt;a href=&quot;http://www.filefactory.com/file/b09045f/n/field_025_by_night_fate_stock.jpg&quot;&gt;Field  025&lt;/a&gt; stock image. Open &quot;Field 025&quot; and press C to crop the sky  from the image.&lt;br /&gt;Once you have cropped the sky from the image, press V to  activate  the Move Tool and transfer the sky to our main canvas. Place our new  sky’s  layer under the Yellow Flower Field’s layer and position it so  that it is  filling up the top portion of our first stock image.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2c_cropped_and_dragged.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Note that there is a region with jagged and harsh edges on  the field  that results from deleting the area with the Magnetic Lasso Tool. Let’s   try to smoothen up those regions. Activate your Eraser Tool (E) and  set its  option values to the following: &lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 125&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 100%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;&lt;strong&gt;Note:&lt;/strong&gt; In case  you’re having a hard time finding it,  the Hardness option is located in the  brush tip drop down menu, beside  where you set the Brush Master Diameter option.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;269&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2ca_hardness.jpg&quot; width=&quot;254&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Use the Eraser Tool on the region indicated by the image  below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2d_erased_region.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now we need to flatten our image and create a new canvas. To  flatten  the image, right-click on any of the layers and then choose &lt;em&gt;Flatten Image&lt;/em&gt;.&lt;br /&gt;&lt;h2&gt;Step 3: Set up the workspace for creating the walls&lt;/h2&gt;In this step, we will be creating a new canvas for the walls  and the  floor of our composition. Create a new canvas with the same dimensions   as our original canvas (refer to Step 1). &lt;br /&gt;We will move the three sides of the walls of our room piece  by piece  into the new canvas as separate layers so that we can photo manipulate   them individually. To help us accurately position our elements,  activate your rulers  by pressing Ctrl/Cmd + R or go to View &amp;gt; Rulers  and make sure that Rulers is  checked.&lt;br /&gt;Also, open the Navigator Panel (Window &amp;gt; Navigator) and  set it to 15% to set the ruler’s unit increments to 1.&lt;br /&gt;&lt;h2&gt;Step 4: Create the left wall&lt;/h2&gt;To transfer pieces of the image, we need to select them  precisely  and copy them from the previous canvas. Activate your Rectangular   Marquee Tool (M), position the mouse cursor at 0 on the ruler (top left  corner  of the canvas) and then drag it to point 3. This will be our  left wall.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the left wall&quot; height=&quot;500&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3a_marquee_tool.jpg&quot; width=&quot;499&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Drag that selected region to our new canvas by using the  Move Tool (V).&lt;br /&gt;Next, we need to transform the wall to give it a good  perspective  from the viewer’s standpoint. Press Ctrl/Cmd + T to activate the Free   Transform command. Left-click on the canvas and choose Perspective from  the  contextual menu that appears. Transform controls will appear on 6  points around  the image—we only need to pull on one of them. Pull the  transform control on  the lower right corner upwards to adjust the  perspective. Once you are done,  press Enter to accept the  transformation.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the left wall&quot; height=&quot;515&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3b_perspective_tool.jpg&quot; width=&quot;516&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 5: Create the center wall&lt;/h2&gt;Click on our old canvas and use the Rectangular Marquee Tool  to  select the region from points 3 to 7 in the ruler. This will be our  center  wall.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the center wall&quot; height=&quot;499&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3c_marquee2.jpg&quot; width=&quot;496&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Once that is finished, use the Move Tool (V) to drag that  region to  our new canvas and to align it with the left wall that is already in   the canvas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the center wall&quot; height=&quot;515&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3d_moved.jpg&quot; width=&quot;514&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 6: Create the right wall&lt;/h2&gt;To complete the room’s walls, transfer the last piece from  the old  canvas to the new canvas (the right wall). Use your Rectangular Marquee   Tool again, and select the region from point 7 to 10 on the ruler, drag  that to  our new canvas using the Move Tool and then align it with the  rest of the  walls, just like in the previous steps.&lt;br /&gt;We also need to transform the perspective of this wall,  following  the same method as with the right wall using the Perspective command.   However, this time, click on the box on the lower right and drag it down  to the  level of the left region.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the right wall&quot; height=&quot;515&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3e_wall_almost_complete.jpg&quot; width=&quot;514&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now, merge all three of wall layers by right-clicking on one  of them in the Layers Panel and then choosing &lt;em&gt;Merge Visible&lt;/em&gt;.&lt;br /&gt;&lt;h2&gt;Step 7: Scale the walls&lt;/h2&gt;We need to resize the walls of the room to give the floor  more room by using the Free Transform command (Ctrl/Cmd + T).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Scale the walls&quot; height=&quot;564&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3f_transform_image.jpg&quot; width=&quot;554&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Once you have scaled the walls, just hit Enter to apply the  transformation.&lt;br /&gt;&lt;h2&gt;Step 8: Add the floor of the room&lt;/h2&gt;Now it is time to incorporate the floor in our 3D room. The  first phase of this is to open the Floor  stock image in Photoshop. Drag it to the new canvas and put it under  the walls.  We need to transform it to fit our image and make it look  authentic using the  Free Transform command.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add the floor of the room&quot; height=&quot;550&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4a_resized_floor.jpg&quot; width=&quot;414&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 9: Blend the seams of the floor and the walls with partitions&lt;/h2&gt;We need to make the blending of the areas where the walls  and the  floor meet or else our work won’t look natural. We will do this by   adding a partition on the joining points of the wall, which will help in   creating the illusion that the sky and the field is the wallpaper of  our  three-dimensional room. Start by creating a new layer (Ctrl/Cmd +  Shift + N).&lt;br /&gt;Afterwards, we will use the Line Tool (U) to create the  partition.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;149&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4b_line_tool.jpg&quot; width=&quot;262&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Set the color of our Line Tool to black (#000000) and then  make a  rectangle shape, using your rulers as a guide. The rectangle should have   a width of 5 inches and a height of 0.4 inches. You can draw this in  the top  left corner of the canvas to make it easier to draw accurately  since we can  always use the Move Tool to position our shape to the  appropriate location  later on. Holding down Shift will help keep your  lines at right angles.&lt;br /&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;88&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4c_rectangle.jpg&quot; width=&quot;284&quot; /&gt;&lt;br /&gt;With the rectangle created, move it down to where the wall  and floor meets.&lt;br /&gt;With the rectangle positioned, we will distort it so that  the  alignment is correct. Activate the Free Transform command (Ctrl/Cmd +  T),  right-click on the rectangle, and then pick &lt;em&gt;Distort&lt;/em&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;190&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4d_distort1.jpg&quot; width=&quot;580&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;168&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4e_distort2.jpg&quot; width=&quot;503&quot; /&gt;&lt;br /&gt;If you notice, the rectangle isn’t well placed, so we need  to continue to distort it.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;311&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4f_distort3.jpg&quot; width=&quot;413&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Let’s duplicate that rectangle and put it on the opposite  side (the  right part) of the 3D room. Duplicate the distorted rectangle layer  by  pressing Ctrl/Cmd.&lt;br /&gt;Once duplicated, activate the Free Transform command,  right-click on the shape in the canvas, and then go for &lt;em&gt;Flip Horizontal&lt;/em&gt;.&lt;br /&gt;Use Move Tool (V) to move the shape to the opposite side of  the  room. You may Rasterize the two rectangles if you wish—do that by  right-clicking  on their layer and choose &lt;em&gt;Rasterize Layer&lt;/em&gt;.&lt;br /&gt;Note that the floor isn’t aligned with the duplicated  rectangle—we  need to repair that. Use the Skew transform command by pressing   Ctrl/Cmd + T, right-clicking on the distorted rectangle, and then  choosing Skew  from the contextual menu that appears. Make sure that it  is aligned with the  image that it was duplicated from.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;301&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4g_skew.jpg&quot; width=&quot;317&quot; /&gt;&lt;/a&gt;&lt;br /&gt;After skewing, you will see that a little bit of the floor  is  visible between the duplicated rectangle and the field. To take care of   that, we will rely on the Clone Stamp Tool (S).&lt;br /&gt;Activate the Clone Stamp Tool by pressing S, afterwards  click on our  wall image in the Layers Panel to make sure we’re on the correct   layer, and then Alt/Option + left-click on the area we intend to clone  to set  our clone stamp’s reference point.&lt;br /&gt;After targeting the region that you want to clone, apply it  on our target areas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;196&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4h_clone_stamped.jpg&quot; width=&quot;223&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Create another layer for us to put our new rectangle into. The  new  rectangle should be placed in the middle of our piece, in between the  left  and right rectangles.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.htmlhttp://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;202&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4i_new_rectangle.jpg&quot; width=&quot;509&quot; /&gt;&lt;/a&gt;&lt;br /&gt;I would recommend rasterizing the center rectangle’s layer.&lt;br /&gt;&lt;h2&gt;Step 10: Coloring the floor &lt;/h2&gt;The floor is made out of wood, so let’s change its color so  that it  integrates better with our scene. Click on the floor’s layer and go to   Image &amp;gt; Adjustments &amp;gt; Color Balance. In the Color Balance dialog  window,  set Tone Balance to Midtones. For the color values use: +14,  -17, and -64.&lt;br /&gt;Observe that after the Color Balance correction, the floor  has now changed from a pale gray to a brown color.&lt;br /&gt;Let’s continue to improve the color of the floor by lowering  its  brightness. Click on the floor’s layer, go to Image &amp;gt; Adjustments  &amp;gt; Brightness/Contrast  and set the value of the Brightness option to  about -60.&lt;br /&gt;&lt;h2&gt;Step 11: Manual adjustments to the floor&lt;/h2&gt;Afterwards, create a new layer on top of the floor’s layer. Use  the  Brush Tool (B) with the following option values to manually correct   portions of the floor:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Master Diameter: 600 &lt;/li&gt;&lt;li&gt;Mode: Normal&lt;/li&gt;&lt;li&gt;Opacity: 20%&lt;/li&gt;&lt;li&gt;Flow: 100% &lt;/li&gt;&lt;/ul&gt;Use the reference image below to see where you should apply your  brush strokes.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Manual adjustments to the floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step5a_brush.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 12: Adjust the color contrast of the floor&lt;/h2&gt;Next, let us adjust the contrast to improve the look of the  floor. In the Layers Panel, click on the &lt;em&gt;Create  a new fill or adjustment layer&lt;/em&gt; button, then select &lt;em&gt;Gradient Map&lt;/em&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Adjust the color contrast of the floor&quot; height=&quot;291&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step5b_gradient_map.jpg&quot; width=&quot;185&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Use the &lt;em&gt;Black, White&lt;/em&gt; gradient preset for the Gradient Map.  With the Gradient Map created,  double-click its layer in the Layers  Panel and change its opacity to 100%. Then  change the layer’s blending  mode to Luminosity.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Adjust the color contrast of the floor&quot; height=&quot;232&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step5c_gradient_map_luminosity.jpg&quot; width=&quot;207&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 13: Create lighting and shadows on the wall and floor&lt;/h2&gt;Now we will apply some lights and shadows to give it the  illusion of  having dimensions. Create a new layer on top of all the layers. We   will draw these lights and shadows manually with the Brush Tool.  Activate your Brush  Tool by pressing B and set its values to the  following:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 900&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 20%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;Paint the shadows as shown in the reference image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6a_brush_shadow.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Create another layer and make sure that the brush values are  still the same.&lt;br /&gt;Paint more shadows as shown in the reference below:&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6b_brush_shadow_2.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;At this point, the shadows may seem too dark and prominent,  so reduce the opacity of the layer to about 70%.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6c_reduced_opacity.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Notice that the regions on top of our partitions are too bright,  so  let’s decrease the brightness by brushing in some shadows on it.&lt;br /&gt;Create a new layer; activate your Brush Tool again, and change  its settings to the following values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 400&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 15%&lt;/li&gt;&lt;li&gt;Flow: 100% &lt;/li&gt;&lt;/ul&gt;Brush on the regions indicated by the reference image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;210&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6d_brushed_shadow.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now that that’s done, let’s step back for a moment to  organize our  Photoshop document by creating a group, Layer &amp;gt; New &amp;gt; Group.  You  can also do this by clicking on the &lt;em&gt;Create  new group&lt;/em&gt; button in the Layers Panel, which is represented by a folder icon.  Name this group as &quot;room&quot; or something intuitive to you.&lt;br /&gt;Choose all the layers under the &quot;room&quot; group and  drag them inside the group.&lt;br /&gt;&lt;h2&gt;Step 14: Inserting the painter in the picture&lt;/h2&gt;It’s time to include our painter into the scene. Open our &lt;a href=&quot;http://www.filefactory.com/file/b0905e3/n/1206582_84327616.jpg&quot;&gt;Painter&lt;/a&gt;  photo in Photoshop. Separate him from the background by using the  Polygonal  Lasso Tool (L) and tracing along the painter’s body. I  recommend using the Polygonal  Lasso Tool because it is more accurate  than the Magnetic Lasso Tool, albeit using  it is a bit more  labor-intensive. The Magnetic Lasso Tool sometimes gets confused  by  certain parts of the image, making the lasso selection imprecise.&lt;br /&gt;After you have isolated the painter, drag it to our main  canvas  using the Move tool (V), positioning him on a suitable part of our   piece.&lt;br /&gt;Switch to Free Transform mode (Ctrl/Cmd + T) and resize the  painter.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Inserting the painter in the picture&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7a_painter_cut.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 15: Give the painter accurate shadows and highlights&lt;/h2&gt;Now let’s add some shadows and lights to the painter to make  him  look like he’s really inside the room. To do this, we will use the Dodge   Tool/Burn Tool (O). On the Options bar, adjust the Tools’ settings to  the  following values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 125&lt;/li&gt;&lt;li&gt;Range: Midtones&lt;/li&gt;&lt;li&gt;Exposure: 15%&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;63&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7b_dodge_tool.jpg&quot; width=&quot;194&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Apply the Dodge Tool and Burn Tool on our painter as  presented below. &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;583&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7c_dodge_and_burn_locations.jpg&quot; width=&quot;447&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;368&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7d_burn_more.jpg&quot; width=&quot;409&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now add shadows on the room’s outdoor wallpaper where the  painter is  working to make it look like he is casting a shadow onto it. Create  a  new layer and name it &quot;shadow of painter&quot; to keep our work  organized.  Place this layer under the painter’s layer.&lt;br /&gt;Activate your Brush Tool (B) and use the following option  values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 200&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 25%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;See the image below for the area where we need to apply the  brush  on. Be sure to paint in the newly created layer that is below the   painter.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;590&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7e_shadow_of_painter.jpg&quot; width=&quot;423&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;370&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7f_shadow_of_painter_final.jpg&quot; width=&quot;432&quot; /&gt;&lt;/a&gt;&lt;br /&gt;The shadows created by the painter, at present, needs more  work.  Create a new layer and name it &quot;shadow of painter part two&quot; or   something inherently similar. Put this under the &quot;shadow of painter&quot;   layer.&lt;br /&gt;Refer to the image below to visualize where to apply your  brush strokes.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;596&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7g_shadow_of_painter_two.jpg&quot; width=&quot;378&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;491&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7h_final.jpg&quot; width=&quot;490&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 16: Apply shadows to the ladder&lt;/h2&gt;To make the ladder that the painter is on look authentic,  let’s add  some shadows to it. Create a new layer and name it &quot;ladder  shadow1&quot;.&lt;br /&gt;Use your Brush Tool (B) to add the shadows to it, using these  values for the Brush Tool:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 80&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 50%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;See image below for the regions to be brushed on:&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Apply shadows to the ladder&quot; height=&quot;313&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8a_ladder_shadow1.jpg&quot; width=&quot;423&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 17: Adjust the ladder’s color&lt;/h2&gt;Notice that the ladder is too white. We should decrease its   brightness because it is too prominent and will distract the viewer away  from  the overall scene. Click on the painter’s layer, then from the  menu, go to  Image &amp;gt; Adjustments &amp;gt; Selective Color. This will  allow us to adjust only  the white colors. In the Selective Color dialog  window, choose the Whites  option and utilize these option values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Cyan: 0&lt;/li&gt;&lt;li&gt;Magenta: 0&lt;/li&gt;&lt;li&gt;Yellow: 0&lt;/li&gt;&lt;li&gt;Black: +30&lt;/li&gt;&lt;li&gt;Method: Absolute&lt;/li&gt;&lt;/ul&gt;Applying this image adjustment will change the ladder’s  color to gray.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Adjust the ladder&#39;s color&quot; height=&quot;342&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8b_ladder_color.jpg&quot; width=&quot;487&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 18: Create more shadows on the ladder&lt;/h2&gt;Let’s create a new layer and name it &quot;ladder shadow2&quot;  to add more  shadows to the ladder. Use your Brush Tool (B) with the following   values to paint the shadows:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 25&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 35%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;See reference image below for the areas that brush should be  applied to.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create more shadows on the ladder&quot; height=&quot;435&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8c_ladder_shadow2.jpg&quot; width=&quot;599&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create more shadows on the ladder&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8d_output.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now let’s group all these layers for organization, you can  call this group &quot;painter and ladder&quot;.&lt;br /&gt;&lt;h2&gt;Step 19: Create the vignette&lt;/h2&gt;Let’s create a vignette to further enhance the viewer’s  perspective  of the image. To do this, we need to create a new canvas (File &amp;gt;  New  or press Ctrl/Cmd + N). Use the same settings as in Step 1, but make  sure  that the Background Contents option is set to White.&lt;br /&gt;Once the new document has been created, go to Filter &amp;gt; Distort   &amp;gt; Lens Correction. Find the Vignette section and use these settings:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Vignette amount: -100&lt;/li&gt;&lt;li&gt;Midpoint: +50&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the vignette&quot; height=&quot;144&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step9_vignette.jpg&quot; width=&quot;278&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Drag this vignette layer into our main canvas, making sure  that it  is placed on top of all the layers that we have thus far. Then set this   layer’s blending mode to Multiply and layer opacity to 35%. You can  adjust the  opacity depending on your tastes, but I found 35% to be the  sweet spot.&lt;br /&gt;&lt;h2&gt;Step 20: Add textures to the image&lt;/h2&gt;To give the image a distinct, grainy look and feel, let’s  add some textures. Download and open the &lt;a href=&quot;http://yawee.deviantart.com/art/textures-63427090&quot;&gt;Textures&lt;/a&gt; stock  photo (listed in the Resources section) or any texture that you like (see the &lt;a href=&quot;http://designinstruct.com/category/free-resources/&quot;&gt;Design Instruct  Freebies&lt;/a&gt; section for an array of free texture files).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;377&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10_texture_1.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Place the texture on our canvas and resize it to fit our  canvas using the Free Transform command (Ctrl/Cmd + T).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10a_texture_1_resized.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Change the texture layer’s blending mode to Soft Light and  drop the layer opacity down to 20%.&lt;br /&gt;You’ll see that this simple step results in a drastic mood change  in  our piece, but we’re not done yet. Duplicate the texture layer by  pressing  Ctrl/Cmd + J and then use the Eraser Tool (E) to remove  certain parts of it as  seen on the reference below:&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10b_texture_1_duplicated.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Set the duplicated layer’s blending mode to Soft Light and  its opacity to 70% or so.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;232&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10c_texture_1_duplicated_layer.jpg&quot; width=&quot;207&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Let’s apply another texture—this time we will be using Paper  Texture 1. Again, place this texture into our composition and resize it  with the Free Transform command.&lt;br /&gt;Then, with the texture in place, set its blending mode  values to  Overlay and drop its opacity way down to about 8% (we want this to be   very subtle).&lt;br /&gt;Maintain your organization by grouping all the texture layers  in a group &quot;textures&quot;.&lt;br /&gt;&lt;h2&gt;Step 21: Apply (a ton of) image adjustments&lt;/h2&gt;In this step, we’ll retouch our scene to enhance its color  and overall appearance.&lt;br /&gt;&lt;h3&gt;Solid Color adjustment layer&lt;/h3&gt;First off, let’s change its color. Click the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button in the Layers Panel and select &lt;em&gt;Solid  Color&lt;/em&gt;. Use a very dark blue color for this fill layer (#000218).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Solid Color adjustment layer&quot; height=&quot;320&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11a_blue.jpg&quot; width=&quot;518&quot; /&gt;&lt;/a&gt;&lt;br /&gt;With the fill layer applied, set its blending mode to Exclusion  with its layer opacity moved down to 60%.&lt;br /&gt;&lt;h3&gt;Gradient Map adjustment layer&lt;/h3&gt;Next, create a Gradient Map adjustment layer using the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button again. Set this adjustment layer’s blending mode to Luminosity, and the  opacity to 100%.&lt;br /&gt;&lt;h3&gt;Curves adjustment layer&lt;/h3&gt;Let’s enhance the image’s white balance now. Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button again and select &lt;em&gt;Curves&lt;/em&gt;.  Click  the Gray point eyedropper and sample from a location in our  composition as  indicated below to set the gray point of the Curves  adjustment layer.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Curves adjustment layer&quot; height=&quot;340&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11b_gray_point_brush.jpg&quot; width=&quot;333&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Curves adjustment layer&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11c_gray_point_brush.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h3&gt;Photo Filter adjustment layer&lt;/h3&gt;Click on the&lt;em&gt; Create  new fill or adjustment layer&lt;/em&gt; button again and select &lt;em&gt;Photo Filter&lt;/em&gt;.  We will be reducing the yellowish color of our image.  When the Photo  Filter dialog window opens, click on the Filter option drop down  menu  and select the Deep Blue filter. Also, use the default Density value,  which  is 25%.&lt;br /&gt;Afterwards, reduce the opacity of the Photo Filter  adjustment layer to 50%.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Photo Filter adjustment layer&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11d_photo_filter.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h3&gt;Levels adjustment layer&lt;/h3&gt;Next up, we’ll use a Levels adjustment layer. Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button again and pick &lt;em&gt;Levels&lt;/em&gt;  to give  the light parts of our piece a slightly darker tone. In the  Levels option  dialog window, click on the Channel drop down menu to  expand your options. The  default value is RGB, but change it to Red  (Alt/Option + 3), and then input  these values for the shadow, midtone,  and highlight input levels respectively:  15, 1.00, 255.&lt;br /&gt;Do not close the Levels dialog window just yet because we also  need  to modify the Blue channel. Click on the drop down menu once again and   select the Blue channel (Alt/Option + 5). Then use these values for the  input  levels: 15, 1.00, 255.&lt;br /&gt;&lt;h3&gt;Brightness/Contrast adjustment layer&lt;/h3&gt;Afterwards, we will lessen the scene’s brightness. Click on  the &lt;em&gt;Create new fill or adjustment layer  button&lt;/em&gt; and choose &lt;em&gt;Brightness/Contrast&lt;/em&gt;.  Use 1 for both the Brightness and Contrast options.&lt;br /&gt;Next, we need to perform some color balancing to make it a  little  more pleasing on the eye by reducing its yellow tinge. Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button  and select &lt;em&gt;Color Balance&lt;/em&gt;. Use the following  option settings:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Color Levels: -7, 7, 7&lt;/li&gt;&lt;li&gt;Tone Balance: Midtones&lt;/li&gt;&lt;li&gt;Check the Preserve Luminosity box&lt;/li&gt;&lt;/ul&gt;This should even out the colors of our composition and make them more harmonious.&lt;br /&gt;&lt;h3&gt;Brightness/Contrast adjustment layer&lt;/h3&gt;Let’s augment the Saturation of the composition a little bit  to make the image more vivid. You guessed it: Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; and select &lt;em&gt;Hue/Saturation&lt;/em&gt;. Use these option values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Edit: Master&lt;/li&gt;&lt;li&gt;Hue:  0&lt;/li&gt;&lt;li&gt;Saturation: 5&lt;/li&gt;&lt;li&gt;Lightness: 0&lt;/li&gt;&lt;/ul&gt;This should add more color to our scene.&lt;br /&gt;&lt;h3&gt;Another Photo Filter adjustment layer&lt;/h3&gt;Create another Photo Filter adjustment layer, selecting the  Warm  Filter (81) photo filter preset to give the piece a warmer tone. Make  sure  that the Density is at 25% and that the Preserve Luminosity option  is checked.&lt;br /&gt;Reduce the opacity of the new Photo Filter adjustment layer  to 70%.&lt;br /&gt;&lt;h2&gt;Step 22: Apply more shadows to the wall&lt;/h2&gt;For the final (re)touch, let’s add more shadows to the  walls. Create  a new layer and activate your Brush Tool (B) once again. Set the  brush  option values to:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 400&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 10&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;Refer to the image below to see where to apply the brush.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Apply more shadows to the wall&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11e_brush.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 23: Add one final adjustment layer (Curves)&lt;/h2&gt;Then add a Curves adjustment layer.&lt;br /&gt;&lt;img alt=&quot;Add one final adjustment layer (Curves)&quot; height=&quot;340&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11f_curves.jpg&quot; width=&quot;333&quot; /&gt;&lt;br /&gt;Keep our document organized by grouping all the adjustment  layers that we have just done in a group called &quot;adjustments&quot;.&lt;br /&gt;&lt;h2&gt;Step 24: Use the Smart Sharpen Filter&lt;/h2&gt;This is a good place to save your Photoshop document as a  PSD file, if you haven’t already.&lt;br /&gt;Lets sharpen the image. Go to Filter &amp;gt; Sharpen &amp;gt; Smart  Sharpen and use these values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Amount: 125%&lt;/li&gt;&lt;li&gt;Radius: 1.0&lt;/li&gt;&lt;li&gt;Remove: Gaussian Blur&lt;/li&gt;&lt;li&gt;Check the More Accurate option&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;Step 25: Saving Your Work&lt;/h2&gt;After you’ve finished the sharpening, you may flatten the  image by right-clicking on any layer and selecting &lt;em&gt;Flatten Image&lt;/em&gt;.  Before doing this, you may want to save it as a TIFF  (which can be  opened by many types of graphics editor) or a PSD file first,  which  would allow you to make modifications to your work without reducing its   quality. In addition, you can view cracks in the image through the  Histogram.&lt;br /&gt;As a final product, save your image as a JPG file.&lt;br /&gt;&lt;h2&gt;Conclusion&lt;/h2&gt;We performed a lot of Photoshop techniques and methods in  this photo  manipulation tutorial to compose a scene using various stock images.   We leaned on the different free transform commands such as Perspective,   Distort, and Skew to create the walls of our outdoor 3D room.&lt;br /&gt;We used some proven expert techniques for incorporating the  painter  realistically into the scene by using the Dodge Tool and Burn Tool. We   created a vignette, added a few textures, and used plenty of layer  adjustments  to make our scene look more appealing and artful. I hope  you discovered some  nifty techniques that you can incorporate into your  own Photoshop methods.&lt;br /&gt;If you have questions and suggestions, please don’t hesitate  to leave a comment.&lt;br /&gt;Don’t forget to showcase your own version of this tutorial  through the Design Instruct  Flickr group pool.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Preview&quot; height=&quot;600&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/final_preview_small.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Download Source Files&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/surreal_outdoor_room.zip&quot;&gt;surreal_outdoor_room&lt;/a&gt; (ZIP, 98.2 MB)&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;sr:ds &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' 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src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-4021845939218515193</id><published>2011-09-06T04:43:00.002-07:00</published><updated>2011-09-08T01:19:33.821-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="3D Outdoor Room Scene"/><title type='text'>Make a Surreal 3D Outdoor Room Scene in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h2&gt;Preview&lt;/h2&gt;Here is the scene that we will create. Click on the image for a &lt;a href=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/final_preview.jpg&quot;&gt;full sized view&lt;/a&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Preview&quot; height=&quot;600&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/final_preview_small.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Resources&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://fc08.deviantart.net/fs42/f/2009/123/8/a/Yellow_Flower_Field_by_333half_evil_stock.jpg&quot;&gt;Yellow  Flower Field&lt;/a&gt; by 333half-evil-stock (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://www.filefactory.com/file/b09045f/n/field_025_by_night_fate_stock.jpg&quot;&gt;Field  025&lt;/a&gt; by Julia Starr (Royalty Free License) &lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://photodream-stock.deviantart.com/art/floor-photodreamstock-83657533&quot;&gt;Floor&lt;/a&gt; by Photodream stock (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://www.filefactory.com/file/b0905e3/n/1206582_84327616.jpg&quot;&gt;Painter&lt;/a&gt; by Michael Vincent Manalo (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://wojtar-stock.deviantart.com/art/Paper-texture-1-79335204&quot;&gt;Paper  Texture 1&lt;/a&gt; by Wojciech Sadlej (Royalty Free License)&lt;/li&gt;&lt;li&gt;&lt;a href=&quot;http://yawee.deviantart.com/art/textures-63427090&quot;&gt;Textures&lt;/a&gt; by yawee (Royalty Free License)&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;Step 1: Create a new file&lt;/h2&gt;Our scene will be large-scale and high-resolution. To start  things off, create a new file with these settings:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Width:&amp;nbsp;3000px&lt;/li&gt;&lt;li&gt;Height&amp;nbsp;of&amp;nbsp;3000px&lt;/li&gt;&lt;li&gt;Resolution: 300 dpi&lt;/li&gt;&lt;li&gt;Color Mode: RGB Color – 8 bit&lt;/li&gt;&lt;li&gt;Background Contents: Transparent&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create a new file&quot; height=&quot;338&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step1_create_new.jpg&quot; width=&quot;532&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 2: Replace the sky of our wallpaper&lt;/h2&gt;To begin, let’s open the &lt;a href=&quot;http://fc08.deviantart.net/fs42/f/2009/123/8/a/Yellow_Flower_Field_by_333half_evil_stock.jpg&quot;&gt;Yellow  Flower Field&lt;/a&gt;  stock in Photoshop. We will be using this to create the walls  of our  room, so transfer it to our 3000×3000 canvas. Click our stock image,   press V to activate our Move Tool (V), and then drag the image to our  canvas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;499&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2a_moved.jpg&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;br /&gt;We need to get rid of the sky in this yellow flower field and   replace it with something else because it is overcast and so it won’t  match the  vibrant scene we are intending to produce. To do this, we  will use the Lasso Tool  (L).&lt;br /&gt;Hold down the left mouse button on the Lasso Tool icon in  the Tools  Panel long enough and three Lasso Tool variations will appear on the   side. Choose the Magnetic Lasso Tool and left-click on the part where  the  horizon falls and drag it to the edge. You will notice that the  Magnetic Lasso  Tool sticks to the foreground and automatically selects  the area we want to get  rid of.&lt;br /&gt;Now that the selection is created, hit Delete to remove the  sky from the stock image.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2b_magnetic_lasso_tool.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;We will replace the deleted sky in the Yellow Flower Field  with the sky in the &lt;a href=&quot;http://www.filefactory.com/file/b09045f/n/field_025_by_night_fate_stock.jpg&quot;&gt;Field  025&lt;/a&gt; stock image. Open &quot;Field 025&quot; and press C to crop the sky  from the image.&lt;br /&gt;Once you have cropped the sky from the image, press V to  activate  the Move Tool and transfer the sky to our main canvas. Place our new  sky’s  layer under the Yellow Flower Field’s layer and position it so  that it is  filling up the top portion of our first stock image.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2c_cropped_and_dragged.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Note that there is a region with jagged and harsh edges on  the field  that results from deleting the area with the Magnetic Lasso Tool. Let’s   try to smoothen up those regions. Activate your Eraser Tool (E) and  set its  option values to the following: &lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 125&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 100%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;&lt;strong&gt;Note:&lt;/strong&gt; In case  you’re having a hard time finding it,  the Hardness option is located in the  brush tip drop down menu, beside  where you set the Brush Master Diameter option.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;269&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2ca_hardness.jpg&quot; width=&quot;254&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Use the Eraser Tool on the region indicated by the image  below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Replace the sky of our wallpaper&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step2d_erased_region.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now we need to flatten our image and create a new canvas. To  flatten  the image, right-click on any of the layers and then choose &lt;em&gt;Flatten Image&lt;/em&gt;.&lt;br /&gt;&lt;h2&gt;Step 3: Set up the workspace for creating the walls&lt;/h2&gt;In this step, we will be creating a new canvas for the walls  and the  floor of our composition. Create a new canvas with the same dimensions   as our original canvas (refer to Step 1). &lt;br /&gt;We will move the three sides of the walls of our room piece  by piece  into the new canvas as separate layers so that we can photo manipulate   them individually. To help us accurately position our elements,  activate your rulers  by pressing Ctrl/Cmd + R or go to View &amp;gt; Rulers  and make sure that Rulers is  checked.&lt;br /&gt;Also, open the Navigator Panel (Window &amp;gt; Navigator) and  set it to 15% to set the ruler’s unit increments to 1.&lt;br /&gt;&lt;h2&gt;Step 4: Create the left wall&lt;/h2&gt;To transfer pieces of the image, we need to select them  precisely  and copy them from the previous canvas. Activate your Rectangular   Marquee Tool (M), position the mouse cursor at 0 on the ruler (top left  corner  of the canvas) and then drag it to point 3. This will be our  left wall.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the left wall&quot; height=&quot;500&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3a_marquee_tool.jpg&quot; width=&quot;499&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Drag that selected region to our new canvas by using the  Move Tool (V).&lt;br /&gt;Next, we need to transform the wall to give it a good  perspective  from the viewer’s standpoint. Press Ctrl/Cmd + T to activate the Free   Transform command. Left-click on the canvas and choose Perspective from  the  contextual menu that appears. Transform controls will appear on 6  points around  the image—we only need to pull on one of them. Pull the  transform control on  the lower right corner upwards to adjust the  perspective. Once you are done,  press Enter to accept the  transformation.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the left wall&quot; height=&quot;515&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3b_perspective_tool.jpg&quot; width=&quot;516&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 5: Create the center wall&lt;/h2&gt;Click on our old canvas and use the Rectangular Marquee Tool  to  select the region from points 3 to 7 in the ruler. This will be our  center  wall.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the center wall&quot; height=&quot;499&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3c_marquee2.jpg&quot; width=&quot;496&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Once that is finished, use the Move Tool (V) to drag that  region to  our new canvas and to align it with the left wall that is already in   the canvas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the center wall&quot; height=&quot;515&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3d_moved.jpg&quot; width=&quot;514&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 6: Create the right wall&lt;/h2&gt;To complete the room’s walls, transfer the last piece from  the old  canvas to the new canvas (the right wall). Use your Rectangular Marquee   Tool again, and select the region from point 7 to 10 on the ruler, drag  that to  our new canvas using the Move Tool and then align it with the  rest of the  walls, just like in the previous steps.&lt;br /&gt;We also need to transform the perspective of this wall,  following  the same method as with the right wall using the Perspective command.   However, this time, click on the box on the lower right and drag it down  to the  level of the left region.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the right wall&quot; height=&quot;515&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3e_wall_almost_complete.jpg&quot; width=&quot;514&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now, merge all three of wall layers by right-clicking on one  of them in the Layers Panel and then choosing &lt;em&gt;Merge Visible&lt;/em&gt;.&lt;br /&gt;&lt;h2&gt;Step 7: Scale the walls&lt;/h2&gt;We need to resize the walls of the room to give the floor  more room by using the Free Transform command (Ctrl/Cmd + T).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Scale the walls&quot; height=&quot;564&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step3f_transform_image.jpg&quot; width=&quot;554&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Once you have scaled the walls, just hit Enter to apply the  transformation.&lt;br /&gt;&lt;h2&gt;Step 8: Add the floor of the room&lt;/h2&gt;Now it is time to incorporate the floor in our 3D room. The  first phase of this is to open the Floor  stock image in Photoshop. Drag it to the new canvas and put it under  the walls.  We need to transform it to fit our image and make it look  authentic using the  Free Transform command.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add the floor of the room&quot; height=&quot;550&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4a_resized_floor.jpg&quot; width=&quot;414&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 9: Blend the seams of the floor and the walls with partitions&lt;/h2&gt;We need to make the blending of the areas where the walls  and the  floor meet or else our work won’t look natural. We will do this by   adding a partition on the joining points of the wall, which will help in   creating the illusion that the sky and the field is the wallpaper of  our  three-dimensional room. Start by creating a new layer (Ctrl/Cmd +  Shift + N).&lt;br /&gt;Afterwards, we will use the Line Tool (U) to create the  partition.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;149&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4b_line_tool.jpg&quot; width=&quot;262&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Set the color of our Line Tool to black (#000000) and then  make a  rectangle shape, using your rulers as a guide. The rectangle should have   a width of 5 inches and a height of 0.4 inches. You can draw this in  the top  left corner of the canvas to make it easier to draw accurately  since we can  always use the Move Tool to position our shape to the  appropriate location  later on. Holding down Shift will help keep your  lines at right angles.&lt;br /&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;88&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4c_rectangle.jpg&quot; width=&quot;284&quot; /&gt;&lt;br /&gt;With the rectangle created, move it down to where the wall  and floor meets.&lt;br /&gt;With the rectangle positioned, we will distort it so that  the  alignment is correct. Activate the Free Transform command (Ctrl/Cmd +  T),  right-click on the rectangle, and then pick &lt;em&gt;Distort&lt;/em&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;190&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4d_distort1.jpg&quot; width=&quot;580&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;168&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4e_distort2.jpg&quot; width=&quot;503&quot; /&gt;&lt;br /&gt;If you notice, the rectangle isn’t well placed, so we need  to continue to distort it.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;311&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4f_distort3.jpg&quot; width=&quot;413&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Let’s duplicate that rectangle and put it on the opposite  side (the  right part) of the 3D room. Duplicate the distorted rectangle layer  by  pressing Ctrl/Cmd.&lt;br /&gt;Once duplicated, activate the Free Transform command,  right-click on the shape in the canvas, and then go for &lt;em&gt;Flip Horizontal&lt;/em&gt;.&lt;br /&gt;Use Move Tool (V) to move the shape to the opposite side of  the  room. You may Rasterize the two rectangles if you wish—do that by  right-clicking  on their layer and choose &lt;em&gt;Rasterize Layer&lt;/em&gt;.&lt;br /&gt;Note that the floor isn’t aligned with the duplicated  rectangle—we  need to repair that. Use the Skew transform command by pressing   Ctrl/Cmd + T, right-clicking on the distorted rectangle, and then  choosing Skew  from the contextual menu that appears. Make sure that it  is aligned with the  image that it was duplicated from.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;301&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4g_skew.jpg&quot; width=&quot;317&quot; /&gt;&lt;/a&gt;&lt;br /&gt;After skewing, you will see that a little bit of the floor  is  visible between the duplicated rectangle and the field. To take care of   that, we will rely on the Clone Stamp Tool (S).&lt;br /&gt;Activate the Clone Stamp Tool by pressing S, afterwards  click on our  wall image in the Layers Panel to make sure we’re on the correct   layer, and then Alt/Option + left-click on the area we intend to clone  to set  our clone stamp’s reference point.&lt;br /&gt;After targeting the region that you want to clone, apply it  on our target areas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;196&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4h_clone_stamped.jpg&quot; width=&quot;223&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Create another layer for us to put our new rectangle into. The  new  rectangle should be placed in the middle of our piece, in between the  left  and right rectangles.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.htmlhttp://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Blend the seams of the floor and the walls with partitions&quot; height=&quot;202&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step4i_new_rectangle.jpg&quot; width=&quot;509&quot; /&gt;&lt;/a&gt;&lt;br /&gt;I would recommend rasterizing the center rectangle’s layer.&lt;br /&gt;&lt;h2&gt;Step 10: Coloring the floor &lt;/h2&gt;The floor is made out of wood, so let’s change its color so  that it  integrates better with our scene. Click on the floor’s layer and go to   Image &amp;gt; Adjustments &amp;gt; Color Balance. In the Color Balance dialog  window,  set Tone Balance to Midtones. For the color values use: +14,  -17, and -64.&lt;br /&gt;Observe that after the Color Balance correction, the floor  has now changed from a pale gray to a brown color.&lt;br /&gt;Let’s continue to improve the color of the floor by lowering  its  brightness. Click on the floor’s layer, go to Image &amp;gt; Adjustments  &amp;gt; Brightness/Contrast  and set the value of the Brightness option to  about -60.&lt;br /&gt;&lt;h2&gt;Step 11: Manual adjustments to the floor&lt;/h2&gt;Afterwards, create a new layer on top of the floor’s layer. Use  the  Brush Tool (B) with the following option values to manually correct   portions of the floor:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Master Diameter: 600 &lt;/li&gt;&lt;li&gt;Mode: Normal&lt;/li&gt;&lt;li&gt;Opacity: 20%&lt;/li&gt;&lt;li&gt;Flow: 100% &lt;/li&gt;&lt;/ul&gt;Use the reference image below to see where you should apply your  brush strokes.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Manual adjustments to the floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step5a_brush.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 12: Adjust the color contrast of the floor&lt;/h2&gt;Next, let us adjust the contrast to improve the look of the  floor. In the Layers Panel, click on the &lt;em&gt;Create  a new fill or adjustment layer&lt;/em&gt; button, then select &lt;em&gt;Gradient Map&lt;/em&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Adjust the color contrast of the floor&quot; height=&quot;291&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step5b_gradient_map.jpg&quot; width=&quot;185&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Use the &lt;em&gt;Black, White&lt;/em&gt; gradient preset for the Gradient Map.  With the Gradient Map created,  double-click its layer in the Layers  Panel and change its opacity to 100%. Then  change the layer’s blending  mode to Luminosity.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Adjust the color contrast of the floor&quot; height=&quot;232&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step5c_gradient_map_luminosity.jpg&quot; width=&quot;207&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 13: Create lighting and shadows on the wall and floor&lt;/h2&gt;Now we will apply some lights and shadows to give it the  illusion of  having dimensions. Create a new layer on top of all the layers. We   will draw these lights and shadows manually with the Brush Tool.  Activate your Brush  Tool by pressing B and set its values to the  following:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 900&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 20%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;Paint the shadows as shown in the reference image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6a_brush_shadow.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Create another layer and make sure that the brush values are  still the same.&lt;br /&gt;Paint more shadows as shown in the reference below:&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6b_brush_shadow_2.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;At this point, the shadows may seem too dark and prominent,  so reduce the opacity of the layer to about 70%.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6c_reduced_opacity.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Notice that the regions on top of our partitions are too bright,  so  let’s decrease the brightness by brushing in some shadows on it.&lt;br /&gt;Create a new layer; activate your Brush Tool again, and change  its settings to the following values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 400&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 15%&lt;/li&gt;&lt;li&gt;Flow: 100% &lt;/li&gt;&lt;/ul&gt;Brush on the regions indicated by the reference image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create lighting and shadows on the wall and floor&quot; height=&quot;210&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step6d_brushed_shadow.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now that that’s done, let’s step back for a moment to  organize our  Photoshop document by creating a group, Layer &amp;gt; New &amp;gt; Group.  You  can also do this by clicking on the &lt;em&gt;Create  new group&lt;/em&gt; button in the Layers Panel, which is represented by a folder icon.  Name this group as &quot;room&quot; or something intuitive to you.&lt;br /&gt;Choose all the layers under the &quot;room&quot; group and  drag them inside the group.&lt;br /&gt;&lt;h2&gt;Step 14: Inserting the painter in the picture&lt;/h2&gt;It’s time to include our painter into the scene. Open our &lt;a href=&quot;http://www.filefactory.com/file/b0905e3/n/1206582_84327616.jpg&quot;&gt;Painter&lt;/a&gt;  photo in Photoshop. Separate him from the background by using the  Polygonal  Lasso Tool (L) and tracing along the painter’s body. I  recommend using the Polygonal  Lasso Tool because it is more accurate  than the Magnetic Lasso Tool, albeit using  it is a bit more  labor-intensive. The Magnetic Lasso Tool sometimes gets confused  by  certain parts of the image, making the lasso selection imprecise.&lt;br /&gt;After you have isolated the painter, drag it to our main  canvas  using the Move tool (V), positioning him on a suitable part of our   piece.&lt;br /&gt;Switch to Free Transform mode (Ctrl/Cmd + T) and resize the  painter.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Inserting the painter in the picture&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7a_painter_cut.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 15: Give the painter accurate shadows and highlights&lt;/h2&gt;Now let’s add some shadows and lights to the painter to make  him  look like he’s really inside the room. To do this, we will use the Dodge   Tool/Burn Tool (O). On the Options bar, adjust the Tools’ settings to  the  following values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 125&lt;/li&gt;&lt;li&gt;Range: Midtones&lt;/li&gt;&lt;li&gt;Exposure: 15%&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;63&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7b_dodge_tool.jpg&quot; width=&quot;194&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Apply the Dodge Tool and Burn Tool on our painter as  presented below. &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;583&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7c_dodge_and_burn_locations.jpg&quot; width=&quot;447&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;368&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7d_burn_more.jpg&quot; width=&quot;409&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now add shadows on the room’s outdoor wallpaper where the  painter is  working to make it look like he is casting a shadow onto it. Create  a  new layer and name it &quot;shadow of painter&quot; to keep our work  organized.  Place this layer under the painter’s layer.&lt;br /&gt;Activate your Brush Tool (B) and use the following option  values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 200&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 25%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;See the image below for the area where we need to apply the  brush  on. Be sure to paint in the newly created layer that is below the   painter.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;590&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7e_shadow_of_painter.jpg&quot; width=&quot;423&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;370&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7f_shadow_of_painter_final.jpg&quot; width=&quot;432&quot; /&gt;&lt;/a&gt;&lt;br /&gt;The shadows created by the painter, at present, needs more  work.  Create a new layer and name it &quot;shadow of painter part two&quot; or   something inherently similar. Put this under the &quot;shadow of painter&quot;   layer.&lt;br /&gt;Refer to the image below to visualize where to apply your  brush strokes.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;596&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7g_shadow_of_painter_two.jpg&quot; width=&quot;378&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Give the painter accurate shadows and highlights&quot; height=&quot;491&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step7h_final.jpg&quot; width=&quot;490&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 16: Apply shadows to the ladder&lt;/h2&gt;To make the ladder that the painter is on look authentic,  let’s add  some shadows to it. Create a new layer and name it &quot;ladder  shadow1&quot;.&lt;br /&gt;Use your Brush Tool (B) to add the shadows to it, using these  values for the Brush Tool:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 80&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 50%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;See image below for the regions to be brushed on:&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Apply shadows to the ladder&quot; height=&quot;313&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8a_ladder_shadow1.jpg&quot; width=&quot;423&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 17: Adjust the ladder’s color&lt;/h2&gt;Notice that the ladder is too white. We should decrease its   brightness because it is too prominent and will distract the viewer away  from  the overall scene. Click on the painter’s layer, then from the  menu, go to  Image &amp;gt; Adjustments &amp;gt; Selective Color. This will  allow us to adjust only  the white colors. In the Selective Color dialog  window, choose the Whites  option and utilize these option values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Cyan: 0&lt;/li&gt;&lt;li&gt;Magenta: 0&lt;/li&gt;&lt;li&gt;Yellow: 0&lt;/li&gt;&lt;li&gt;Black: +30&lt;/li&gt;&lt;li&gt;Method: Absolute&lt;/li&gt;&lt;/ul&gt;Applying this image adjustment will change the ladder’s  color to gray.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Adjust the ladder&#39;s color&quot; height=&quot;342&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8b_ladder_color.jpg&quot; width=&quot;487&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 18: Create more shadows on the ladder&lt;/h2&gt;Let’s create a new layer and name it &quot;ladder shadow2&quot;  to add more  shadows to the ladder. Use your Brush Tool (B) with the following   values to paint the shadows:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 25&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 35%&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;See reference image below for the areas that brush should be  applied to.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create more shadows on the ladder&quot; height=&quot;435&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8c_ladder_shadow2.jpg&quot; width=&quot;599&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create more shadows on the ladder&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step8d_output.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Now let’s group all these layers for organization, you can  call this group &quot;painter and ladder&quot;.&lt;br /&gt;&lt;h2&gt;Step 19: Create the vignette&lt;/h2&gt;Let’s create a vignette to further enhance the viewer’s  perspective  of the image. To do this, we need to create a new canvas (File &amp;gt;  New  or press Ctrl/Cmd + N). Use the same settings as in Step 1, but make  sure  that the Background Contents option is set to White.&lt;br /&gt;Once the new document has been created, go to Filter &amp;gt; Distort   &amp;gt; Lens Correction. Find the Vignette section and use these settings:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Vignette amount: -100&lt;/li&gt;&lt;li&gt;Midpoint: +50&lt;/li&gt;&lt;/ul&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Create the vignette&quot; height=&quot;144&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step9_vignette.jpg&quot; width=&quot;278&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Drag this vignette layer into our main canvas, making sure  that it  is placed on top of all the layers that we have thus far. Then set this   layer’s blending mode to Multiply and layer opacity to 35%. You can  adjust the  opacity depending on your tastes, but I found 35% to be the  sweet spot.&lt;br /&gt;&lt;h2&gt;Step 20: Add textures to the image&lt;/h2&gt;To give the image a distinct, grainy look and feel, let’s  add some textures. Download and open the &lt;a href=&quot;http://yawee.deviantart.com/art/textures-63427090&quot;&gt;Textures&lt;/a&gt; stock  photo (listed in the Resources section) or any texture that you like (see the &lt;a href=&quot;http://designinstruct.com/category/free-resources/&quot;&gt;Design Instruct  Freebies&lt;/a&gt; section for an array of free texture files).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;377&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10_texture_1.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Place the texture on our canvas and resize it to fit our  canvas using the Free Transform command (Ctrl/Cmd + T).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10a_texture_1_resized.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Change the texture layer’s blending mode to Soft Light and  drop the layer opacity down to 20%.&lt;br /&gt;You’ll see that this simple step results in a drastic mood change  in  our piece, but we’re not done yet. Duplicate the texture layer by  pressing  Ctrl/Cmd + J and then use the Eraser Tool (E) to remove  certain parts of it as  seen on the reference below:&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;502&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10b_texture_1_duplicated.jpg&quot; width=&quot;502&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Set the duplicated layer’s blending mode to Soft Light and  its opacity to 70% or so.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Add textures to the image&quot; height=&quot;232&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step10c_texture_1_duplicated_layer.jpg&quot; width=&quot;207&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Let’s apply another texture—this time we will be using Paper  Texture 1. Again, place this texture into our composition and resize it  with the Free Transform command.&lt;br /&gt;Then, with the texture in place, set its blending mode  values to  Overlay and drop its opacity way down to about 8% (we want this to be   very subtle).&lt;br /&gt;Maintain your organization by grouping all the texture layers  in a group &quot;textures&quot;.&lt;br /&gt;&lt;h2&gt;Step 21: Apply (a ton of) image adjustments&lt;/h2&gt;In this step, we’ll retouch our scene to enhance its color  and overall appearance.&lt;br /&gt;&lt;h3&gt;Solid Color adjustment layer&lt;/h3&gt;First off, let’s change its color. Click the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button in the Layers Panel and select &lt;em&gt;Solid  Color&lt;/em&gt;. Use a very dark blue color for this fill layer (#000218).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Solid Color adjustment layer&quot; height=&quot;320&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11a_blue.jpg&quot; width=&quot;518&quot; /&gt;&lt;/a&gt;&lt;br /&gt;With the fill layer applied, set its blending mode to Exclusion  with its layer opacity moved down to 60%.&lt;br /&gt;&lt;h3&gt;Gradient Map adjustment layer&lt;/h3&gt;Next, create a Gradient Map adjustment layer using the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button again. Set this adjustment layer’s blending mode to Luminosity, and the  opacity to 100%.&lt;br /&gt;&lt;h3&gt;Curves adjustment layer&lt;/h3&gt;Let’s enhance the image’s white balance now. Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button again and select &lt;em&gt;Curves&lt;/em&gt;.  Click  the Gray point eyedropper and sample from a location in our  composition as  indicated below to set the gray point of the Curves  adjustment layer.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Curves adjustment layer&quot; height=&quot;340&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11b_gray_point_brush.jpg&quot; width=&quot;333&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Curves adjustment layer&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11c_gray_point_brush.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h3&gt;Photo Filter adjustment layer&lt;/h3&gt;Click on the&lt;em&gt; Create  new fill or adjustment layer&lt;/em&gt; button again and select &lt;em&gt;Photo Filter&lt;/em&gt;.  We will be reducing the yellowish color of our image.  When the Photo  Filter dialog window opens, click on the Filter option drop down  menu  and select the Deep Blue filter. Also, use the default Density value,  which  is 25%.&lt;br /&gt;Afterwards, reduce the opacity of the Photo Filter  adjustment layer to 50%.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Photo Filter adjustment layer&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11d_photo_filter.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h3&gt;Levels adjustment layer&lt;/h3&gt;Next up, we’ll use a Levels adjustment layer. Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button again and pick &lt;em&gt;Levels&lt;/em&gt;  to give  the light parts of our piece a slightly darker tone. In the  Levels option  dialog window, click on the Channel drop down menu to  expand your options. The  default value is RGB, but change it to Red  (Alt/Option + 3), and then input  these values for the shadow, midtone,  and highlight input levels respectively:  15, 1.00, 255.&lt;br /&gt;Do not close the Levels dialog window just yet because we also  need  to modify the Blue channel. Click on the drop down menu once again and   select the Blue channel (Alt/Option + 5). Then use these values for the  input  levels: 15, 1.00, 255.&lt;br /&gt;&lt;h3&gt;Brightness/Contrast adjustment layer&lt;/h3&gt;Afterwards, we will lessen the scene’s brightness. Click on  the &lt;em&gt;Create new fill or adjustment layer  button&lt;/em&gt; and choose &lt;em&gt;Brightness/Contrast&lt;/em&gt;.  Use 1 for both the Brightness and Contrast options.&lt;br /&gt;Next, we need to perform some color balancing to make it a  little  more pleasing on the eye by reducing its yellow tinge. Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; button  and select &lt;em&gt;Color Balance&lt;/em&gt;. Use the following  option settings:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Color Levels: -7, 7, 7&lt;/li&gt;&lt;li&gt;Tone Balance: Midtones&lt;/li&gt;&lt;li&gt;Check the Preserve Luminosity box&lt;/li&gt;&lt;/ul&gt;This should even out the colors of our composition and make them more harmonious.&lt;br /&gt;&lt;h3&gt;Brightness/Contrast adjustment layer&lt;/h3&gt;Let’s augment the Saturation of the composition a little bit  to make the image more vivid. You guessed it: Click on the &lt;em&gt;Create new fill or adjustment layer&lt;/em&gt; and select &lt;em&gt;Hue/Saturation&lt;/em&gt;. Use these option values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Edit: Master&lt;/li&gt;&lt;li&gt;Hue:  0&lt;/li&gt;&lt;li&gt;Saturation: 5&lt;/li&gt;&lt;li&gt;Lightness: 0&lt;/li&gt;&lt;/ul&gt;This should add more color to our scene.&lt;br /&gt;&lt;h3&gt;Another Photo Filter adjustment layer&lt;/h3&gt;Create another Photo Filter adjustment layer, selecting the  Warm  Filter (81) photo filter preset to give the piece a warmer tone. Make  sure  that the Density is at 25% and that the Preserve Luminosity option  is checked.&lt;br /&gt;Reduce the opacity of the new Photo Filter adjustment layer  to 70%.&lt;br /&gt;&lt;h2&gt;Step 22: Apply more shadows to the wall&lt;/h2&gt;For the final (re)touch, let’s add more shadows to the  walls. Create  a new layer and activate your Brush Tool (B) once again. Set the  brush  option values to:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Brush Master Diameter: 400&lt;/li&gt;&lt;li&gt;Hardness: 0%&lt;/li&gt;&lt;li&gt;Opacity: 10&lt;/li&gt;&lt;li&gt;Flow: 100%&lt;/li&gt;&lt;/ul&gt;Refer to the image below to see where to apply the brush.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Apply more shadows to the wall&quot; height=&quot;452&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11e_brush.jpg&quot; width=&quot;452&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 23: Add one final adjustment layer (Curves)&lt;/h2&gt;Then add a Curves adjustment layer.&lt;br /&gt;&lt;img alt=&quot;Add one final adjustment layer (Curves)&quot; height=&quot;340&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/step11f_curves.jpg&quot; width=&quot;333&quot; /&gt;&lt;br /&gt;Keep our document organized by grouping all the adjustment  layers that we have just done in a group called &quot;adjustments&quot;.&lt;br /&gt;&lt;h2&gt;Step 24: Use the Smart Sharpen Filter&lt;/h2&gt;This is a good place to save your Photoshop document as a  PSD file, if you haven’t already.&lt;br /&gt;Lets sharpen the image. Go to Filter &amp;gt; Sharpen &amp;gt; Smart  Sharpen and use these values:&lt;br /&gt;&lt;ul&gt;&lt;li&gt;Amount: 125%&lt;/li&gt;&lt;li&gt;Radius: 1.0&lt;/li&gt;&lt;li&gt;Remove: Gaussian Blur&lt;/li&gt;&lt;li&gt;Check the More Accurate option&lt;/li&gt;&lt;/ul&gt;&lt;h2&gt;Step 25: Saving Your Work&lt;/h2&gt;After you’ve finished the sharpening, you may flatten the  image by right-clicking on any layer and selecting &lt;em&gt;Flatten Image&lt;/em&gt;.  Before doing this, you may want to save it as a TIFF  (which can be  opened by many types of graphics editor) or a PSD file first,  which  would allow you to make modifications to your work without reducing its   quality. In addition, you can view cracks in the image through the  Histogram.&lt;br /&gt;As a final product, save your image as a JPG file.&lt;br /&gt;&lt;h2&gt;Conclusion&lt;/h2&gt;We performed a lot of Photoshop techniques and methods in  this photo  manipulation tutorial to compose a scene using various stock images.   We leaned on the different free transform commands such as Perspective,   Distort, and Skew to create the walls of our outdoor 3D room.&lt;br /&gt;We used some proven expert techniques for incorporating the  painter  realistically into the scene by using the Dodge Tool and Burn Tool. We   created a vignette, added a few textures, and used plenty of layer  adjustments  to make our scene look more appealing and artful. I hope  you discovered some  nifty techniques that you can incorporate into your  own Photoshop methods.&lt;br /&gt;If you have questions and suggestions, please don’t hesitate  to leave a comment.&lt;br /&gt;Don’t forget to showcase your own version of this tutorial  through the Design Instruct  Flickr group pool.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d.html&quot;&gt;&lt;img alt=&quot;Preview&quot; height=&quot;600&quot; src=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/final_preview_small.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Download Source Files&lt;/h2&gt;&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://cdn.designinstruct.com/files/28-surreal_outdoor_room/surreal_outdoor_room.zip&quot;&gt;surreal_outdoor_room&lt;/a&gt; (ZIP, 98.2 MB)&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;sr:ds &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/4021845939218515193/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in_4266.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/4021845939218515193'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/4021845939218515193'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/make-surreal-3d-outdoor-room-scene-in_4266.html' title='Make a Surreal 3D Outdoor Room Scene in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-5138055726106445631</id><published>2011-09-06T01:09:00.003-07:00</published><updated>2011-09-08T01:27:00.262-07:00</updated><title type='text'>How to Create High Quality Metal 3D Text in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;final_image&quot;&gt;   &lt;h3&gt;Final Product &lt;span&gt;What You&#39;ll Be Creating&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;final_image_inner&quot;&gt;       &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/final.jpg&quot; /&gt;&lt;/a&gt;         &lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;session-post&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;Most  of you probably know those awesome letters that were generated with 3D  programs. But what about when you don’t have any particular program and  you need to make 3D typography? This tutorial will show you how to   create the 3D text shape and give it a high quality metal look using  pure Photoshop. Check it out!&lt;br /&gt;&lt;span id=&quot;more-876&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;hr /&gt; &lt;h2&gt;Step 1&lt;/h2&gt;Let’s start with a new document of 1500 pixel by 1500 pixel, and  300px/inch resolution. Create a new layer, name it &quot;3D TEXT_first.&quot; Then  grab the Type Tool (T) and type  big letters of your desired text, in  my case it’s written as &lt;em&gt;3D TEXT&lt;/em&gt;. Also don’t worry if your text  goes out of canvas, it has to be very big. Because we’re going to  rasterize this layer and distort it in the next step.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/1.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 2&lt;/h2&gt;So now, right-click on the &quot;3D TEXT_first&quot; layer and select Rasterize  Type. Then  use Edit &amp;gt; Transform &amp;gt; Distort and create a nice  perspective to our text by dragging the corners. Make sure your text is  way smaller. This way you won’t lose its quality and the text won’t get  blurry. &lt;br /&gt;Tip: If you fail by distorting, and some text edges look fuzzy, use  Filter &amp;gt; Sharpen &amp;gt; Unsharp Mask, and increase the Amount.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/2.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 3&lt;/h2&gt;Now that the text is way smaller and has a nice perspective, create a  duplicate (Command + J) of this text layer and name it &quot;3D TEXT_last.&quot;  Switch to Move Tool (V) and use keyboard arrows to position the &quot;3D  TEXT_last&quot; layer a bit above the &quot;3D TEXT_first&quot; layer. In my case this  was 16 pixels up and 2 pixels right.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/3.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 4&lt;/h2&gt;Create duplicates (Command + J) of both text layers and position them  as you see in the image below. Make sure you have exactly the same  order as shown, as it’s important!&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/4.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 5&lt;/h2&gt;Now turn off &quot;3D TEXT_first&quot; and &quot;3D TEXT_last&quot; layers. Select the  &quot;3D TEXT_first copy&quot; layer and make around 60 copies (Command + J). Now,   select &quot;3D TEXT_last copy&quot;, go all the way down to the bottom of  Layers Palette, hold Shift and left-click on the first &quot;3D TEXT_first  copy&quot; layer – this should select all 60 layers. Next right-click on  those layers and select Link Layers.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;786&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/5.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 6&lt;/h2&gt;Switch to Move Tool (V), select &quot;3D TEXT_last copy&quot; layer. Go to the  upper toolbar of the move tool. Click on Distribute Vertical Centers and  Distribute Horizontal Centers. Then notice that our letters were  perfectly distributed creating a nice 3D shape. Next, select all linked  layers and merge (Command + E). Name this layer &quot;3D TEXT_merged.&quot;&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/6.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 7&lt;/h2&gt;Go to Layers Palette, turn on &quot;3D TEXT_last&quot; and open this layer’s  Blending Options. Apply a Gradient Overlay from #1a3236 to #cffffb. As  for setting the Angle, try to make this gradient look darker on the top  of letters, and lighter on the bottom of them.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;786&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/7.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 8&lt;/h2&gt;In the Layers Palette select &quot;3D TEXT_merged,&quot; turn it off, then hold  Alt and left-click on this layer’s thumbnail to load the selection.  Make a new layer, name it &quot;3D TEXT_colored&quot; and fill it with #a6e6fe.  Deselect (Command + D).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/8.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 9&lt;/h2&gt;Now go to &quot;3D TEXT_colored&quot; layer’s Blending Options. Select Gradient  Overlay. Make sure you select the second preset in the Gradient Editor,  that is Foreground to Transparent, and then set the color values  starting as: #000000, #4a4747, #ffffff, #262626, #ffffff, and #000000.  Next, depending on which direction your text is going, the Angle will be  different. So in my case I set the Angle to 123, and as you can see the  gradient goes through the center of the whole text. So that will be our  lighting.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;786&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/9.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/9a.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 10&lt;/h2&gt;Some spots and the top of the letters look too bright, so we need to  create just a touch of shadow in places indicated below. So hold Alt,  left-click on the &quot;3D TEXT_colored&quot; layer to load its selection, then  create a new layer above the &quot;3D TEXT_colored&quot; layer, and name it  &quot;Shadows.&quot; Set your Foreground Color to #1a3236 or darker, then grab the  Brush Tool (B), set Flow around 30%, Hardness to 0% and paint. Then  Deselect (Command + D) once you’re done.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/10.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/10a.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 11&lt;/h2&gt;Now let’s start giving this text a quality look. Go to the Layers  Palette, hold Alt and left-click on &quot;3D TEXT last&quot; layer thumbnail to  load its selection. Then create a new layer above all layers, name it  &quot;Shining lines.&quot; Grab the Rectangular Marquee Tool (M), right-click on  your image and select &quot;Stroke.&quot; Set Width to 1 pixel, Color to white,  and Location to Center. Grab a nice big brush with Hardness 0% and Flow  around 30%. Then erase everything except places indicated with arrows.  These arrows point to lights, and those pointed edges need some shine.  So make sure you leave them untouched.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/11.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 12&lt;/h2&gt;When you’re done erasing, create a duplicate of the &quot;Shining lines&quot;  layer, lower its Opacity just a touch, and merge (Command + E) those two  layers. You may switch for a moment to a black background to see if you  did a good job with erasing, if not, make some further corrections. You  should get something that looks similar to the image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/12.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 13&lt;/h2&gt;Now go to the bottom of the Layers Palette,  select and turn on &quot;3D  TEXT first&quot; layer, rename it to &quot;Bottom shadow 1.&quot; Make a duplicate of  it (Command + J), name this copy &quot;Bottom shadow 2.&quot; Now apply Filter  &amp;gt; Blur &amp;gt; Gaussian Blur to the &quot;Bottom shadow 2&quot; layer, with Radius  of 3 pixels.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/13.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 14&lt;/h2&gt;Switch to the Move Tool (V), and by hitting keyboard arrows move this  blurred shadow 5 pixels to the left. You need to create an illusion  that the curvy text lines drop more shadows inside. So we do not need  some outside parts of this shadow. Grab the Brush Tool (B)  and softly  brush parts of the shadow shown below. Don’t be to picky, there is no  need to make an accurate erase. It’s OK if you leave some gray shadow  edges, like in the second image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;ins style=&quot;border: none; display: inline-table; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;ins id=&quot;aswift_0_anchor&quot; style=&quot;border: none; display: block; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;/ins&gt;&lt;/ins&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/14.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/14a.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 15&lt;/h2&gt;Now go back and apply Filter &amp;gt; Blue &amp;gt; Gaussian Blur to the  &quot;Bottom shadow 1&quot; layer. Set the Radius just a little smaller, like 2  pixel. Next, switch to the Move Tool (V), and by hitting the keyboard  arrows, position this shadow 2 pixels down, and 2 pixels to the right.  Let it cover the whole space under the letters, and remember to keep the  shadow edges very thin.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/15.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 16&lt;/h2&gt;Great, we made our text really stand out. Next go to the Layers  Palette, hold Command, left-click on the &quot;Shining lines,&quot; &quot;3D  TEXT_last,&quot; &quot;Shadows,&quot; and &quot;3D TEXT_colored&quot; layers. Now that you have  selected them, drag these layers onto the Create a New Layer icon. Next,  merge those copies (Command + E) and name this layer &quot;Reflection.&quot;  Place it above all layers and turn it off (it’s important to turn it  off, so do not skip this step).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;828&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/16.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 17&lt;/h2&gt;Now, turn off the &quot;background&quot; layer, or even delete it, we no longer  need it. Go to Image &amp;gt; Merge Visible, name this merged layer &quot;TEXT.&quot;  Position it above the &quot;Reflection&quot; layer. As you can see we have two  similar layers with a small difference, the &quot;TEXT&quot; layer has a drop  shadow, and &quot;Reflection&quot; has no shadow. We will be working now with the  &quot;TEXT&quot; layer so let the &quot;Reflection&quot; layer remain invisible.&lt;br /&gt;OK, let’s give these letters a higher quality look. Select the &quot;TEXT&quot;  layer, duplicate it (Command + J), and this should automatically be  named &quot;TEXT copy,&quot; leave it this way. Then&lt;br /&gt;change the &quot;TEXT copy&quot; layer Blending Mode to Overlay and Opacity to  63%. Next go to Edit &amp;gt; Adjustments &amp;gt; Gradient Map, and select the  Black to White preset. &lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/17.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 18&lt;/h2&gt;Next, make another duplicate (Command + J) of the &quot;TEXT&quot; layer, and  position it above all layers. Name it &quot;Sharp edges&quot; and by the way  change it’s Blending Mode to Hard Light. Then go to Filter &amp;gt; Other  &amp;gt; High Pass, set the Radius to 1 or 2 pixels. Lower this layer’s  Opacity around 60-70%.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/18.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 19&lt;/h2&gt;Create a new layer below all layers, name it &quot;Surface,&quot; press D on  the keyboard to set colors to default. Grab the Gradient Tool (G) and  create a large gradient, through the whole image, from top to bottom.  You can start it outside the canvas. Then go to Edit &amp;gt; Transform &amp;gt;  Distort, and give this surface a touch of perspective. It doesn’t have  to be perfect. Because when you’re done, select the Crop Tool (C), and  crop the image nicely to get rid of the surface edges.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/19.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/19a.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 20&lt;/h2&gt;As I was looking to this image I thought the text is a little to  bright for me, so next thing I did, was select the &quot;TEXT&quot; layer and  apply Image &amp;gt; Adjustments &amp;gt; Brightness/Contrast. I lowered the  Contrast all the way down.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/20.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 21&lt;/h2&gt;Next, go to the very bottom of the Layers Palette, and create new  layer above the &quot;Surface&quot; layer, then name it &quot;Glass&quot;. Grab the Paint  Bucket Tool (G), fill this layer with color #3f3f3f. Then apply Filter  &amp;gt; Noise &amp;gt; Add Noise, set the Amount to 28%, Distribution to  Gaussian, and leave the Monochromatic option checked.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/21.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 22&lt;/h2&gt;Now, select Filter &amp;gt; Blur &amp;gt; Motion Blur, set the Angle to -90,  and Distance to 144 pixels. Change this layer’s Blending Mode to  Overlay, and set the Opacity to 50%. Grab the Brush Tool (B), then with a  very nice soft brush of Hardness 0% and Flow around 20%, start erasing  some spots of this blurred noise. Next erase places around the text to  get a little of the glassy depth of the surface.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/22.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 23&lt;/h2&gt;In the end, I decided to colorize this whole image. If you want to  get the same final color effect, go to Layers Palette and add an  Adjustment Layer on the top of all layers. Pick Hue/Saturation. Make  sure you have the Colorize option checked. Then set Hue to 201, and  Saturation to 17.&lt;br /&gt;Next, select the &quot;Reflection&quot; layer, turn it on. Lower its Opacity to  20-30%, switch to the Move Tool (V), and by hitting the keyboard  arrows, position it a few pixels down to make a nice reflection. Then  you can apply a Layer Mask and softly erase some of the reflection  bottom.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/23.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Conclusion&lt;/h2&gt;That’s pretty much it, here is our quality 3D text, simply made in  Photoshop. If you want to add some flat text to this image, make sure  it’s going towards the perspective. Also, try to discover your own use  for this 3D typography by experimenting with colors and lights. You can  get many cool, various results.&lt;br /&gt;Thanks for reading the tutorial, I really enjoyed making it. Hope  you’ve learned something new. You can view the final image below or view  a &lt;a href=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/final_large.jpg&quot;&gt;larger version here&lt;/a&gt;.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;407&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/final.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&amp;nbsp;&lt;/div&gt;sr:pl &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/5138055726106445631/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d_8094.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/5138055726106445631'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/5138055726106445631'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d_8094.html' title='How to Create High Quality Metal 3D Text in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-7097641620179889075</id><published>2011-09-06T01:09:00.002-07:00</published><updated>2011-09-08T01:19:33.891-07:00</updated><title type='text'>How to Create High Quality Metal 3D Text in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;final_image&quot;&gt;   &lt;h3&gt;Final Product &lt;span&gt;What You&#39;ll Be Creating&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;final_image_inner&quot;&gt;       &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/final.jpg&quot; /&gt;&lt;/a&gt;         &lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;session-post&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;Most  of you probably know those awesome letters that were generated with 3D  programs. But what about when you don’t have any particular program and  you need to make 3D typography? This tutorial will show you how to   create the 3D text shape and give it a high quality metal look using  pure Photoshop. Check it out!&lt;br /&gt;&lt;span id=&quot;more-876&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;hr /&gt; &lt;h2&gt;Step 1&lt;/h2&gt;Let’s start with a new document of 1500 pixel by 1500 pixel, and  300px/inch resolution. Create a new layer, name it &quot;3D TEXT_first.&quot; Then  grab the Type Tool (T) and type  big letters of your desired text, in  my case it’s written as &lt;em&gt;3D TEXT&lt;/em&gt;. Also don’t worry if your text  goes out of canvas, it has to be very big. Because we’re going to  rasterize this layer and distort it in the next step.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/1.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 2&lt;/h2&gt;So now, right-click on the &quot;3D TEXT_first&quot; layer and select Rasterize  Type. Then  use Edit &amp;gt; Transform &amp;gt; Distort and create a nice  perspective to our text by dragging the corners. Make sure your text is  way smaller. This way you won’t lose its quality and the text won’t get  blurry. &lt;br /&gt;Tip: If you fail by distorting, and some text edges look fuzzy, use  Filter &amp;gt; Sharpen &amp;gt; Unsharp Mask, and increase the Amount.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/2.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 3&lt;/h2&gt;Now that the text is way smaller and has a nice perspective, create a  duplicate (Command + J) of this text layer and name it &quot;3D TEXT_last.&quot;  Switch to Move Tool (V) and use keyboard arrows to position the &quot;3D  TEXT_last&quot; layer a bit above the &quot;3D TEXT_first&quot; layer. In my case this  was 16 pixels up and 2 pixels right.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/3.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 4&lt;/h2&gt;Create duplicates (Command + J) of both text layers and position them  as you see in the image below. Make sure you have exactly the same  order as shown, as it’s important!&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/4.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 5&lt;/h2&gt;Now turn off &quot;3D TEXT_first&quot; and &quot;3D TEXT_last&quot; layers. Select the  &quot;3D TEXT_first copy&quot; layer and make around 60 copies (Command + J). Now,   select &quot;3D TEXT_last copy&quot;, go all the way down to the bottom of  Layers Palette, hold Shift and left-click on the first &quot;3D TEXT_first  copy&quot; layer – this should select all 60 layers. Next right-click on  those layers and select Link Layers.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;786&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/5.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 6&lt;/h2&gt;Switch to Move Tool (V), select &quot;3D TEXT_last copy&quot; layer. Go to the  upper toolbar of the move tool. Click on Distribute Vertical Centers and  Distribute Horizontal Centers. Then notice that our letters were  perfectly distributed creating a nice 3D shape. Next, select all linked  layers and merge (Command + E). Name this layer &quot;3D TEXT_merged.&quot;&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/6.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 7&lt;/h2&gt;Go to Layers Palette, turn on &quot;3D TEXT_last&quot; and open this layer’s  Blending Options. Apply a Gradient Overlay from #1a3236 to #cffffb. As  for setting the Angle, try to make this gradient look darker on the top  of letters, and lighter on the bottom of them.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;786&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/7.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 8&lt;/h2&gt;In the Layers Palette select &quot;3D TEXT_merged,&quot; turn it off, then hold  Alt and left-click on this layer’s thumbnail to load the selection.  Make a new layer, name it &quot;3D TEXT_colored&quot; and fill it with #a6e6fe.  Deselect (Command + D).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/8.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 9&lt;/h2&gt;Now go to &quot;3D TEXT_colored&quot; layer’s Blending Options. Select Gradient  Overlay. Make sure you select the second preset in the Gradient Editor,  that is Foreground to Transparent, and then set the color values  starting as: #000000, #4a4747, #ffffff, #262626, #ffffff, and #000000.  Next, depending on which direction your text is going, the Angle will be  different. So in my case I set the Angle to 123, and as you can see the  gradient goes through the center of the whole text. So that will be our  lighting.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;786&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/9.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/9a.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 10&lt;/h2&gt;Some spots and the top of the letters look too bright, so we need to  create just a touch of shadow in places indicated below. So hold Alt,  left-click on the &quot;3D TEXT_colored&quot; layer to load its selection, then  create a new layer above the &quot;3D TEXT_colored&quot; layer, and name it  &quot;Shadows.&quot; Set your Foreground Color to #1a3236 or darker, then grab the  Brush Tool (B), set Flow around 30%, Hardness to 0% and paint. Then  Deselect (Command + D) once you’re done.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/10.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/10a.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 11&lt;/h2&gt;Now let’s start giving this text a quality look. Go to the Layers  Palette, hold Alt and left-click on &quot;3D TEXT last&quot; layer thumbnail to  load its selection. Then create a new layer above all layers, name it  &quot;Shining lines.&quot; Grab the Rectangular Marquee Tool (M), right-click on  your image and select &quot;Stroke.&quot; Set Width to 1 pixel, Color to white,  and Location to Center. Grab a nice big brush with Hardness 0% and Flow  around 30%. Then erase everything except places indicated with arrows.  These arrows point to lights, and those pointed edges need some shine.  So make sure you leave them untouched.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/11.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 12&lt;/h2&gt;When you’re done erasing, create a duplicate of the &quot;Shining lines&quot;  layer, lower its Opacity just a touch, and merge (Command + E) those two  layers. You may switch for a moment to a black background to see if you  did a good job with erasing, if not, make some further corrections. You  should get something that looks similar to the image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/12.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 13&lt;/h2&gt;Now go to the bottom of the Layers Palette,  select and turn on &quot;3D  TEXT first&quot; layer, rename it to &quot;Bottom shadow 1.&quot; Make a duplicate of  it (Command + J), name this copy &quot;Bottom shadow 2.&quot; Now apply Filter  &amp;gt; Blur &amp;gt; Gaussian Blur to the &quot;Bottom shadow 2&quot; layer, with Radius  of 3 pixels.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/13.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 14&lt;/h2&gt;Switch to the Move Tool (V), and by hitting keyboard arrows move this  blurred shadow 5 pixels to the left. You need to create an illusion  that the curvy text lines drop more shadows inside. So we do not need  some outside parts of this shadow. Grab the Brush Tool (B)  and softly  brush parts of the shadow shown below. Don’t be to picky, there is no  need to make an accurate erase. It’s OK if you leave some gray shadow  edges, like in the second image below.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;ins style=&quot;border: none; display: inline-table; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;ins id=&quot;aswift_0_anchor&quot; style=&quot;border: none; display: block; height: 250px; margin: 0; padding: 0; position: relative; visibility: visible; width: 300px;&quot;&gt;&lt;/ins&gt;&lt;/ins&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/14.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/14a.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 15&lt;/h2&gt;Now go back and apply Filter &amp;gt; Blue &amp;gt; Gaussian Blur to the  &quot;Bottom shadow 1&quot; layer. Set the Radius just a little smaller, like 2  pixel. Next, switch to the Move Tool (V), and by hitting the keyboard  arrows, position this shadow 2 pixels down, and 2 pixels to the right.  Let it cover the whole space under the letters, and remember to keep the  shadow edges very thin.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/15.jpg&quot; style=&quot;display: inline;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 16&lt;/h2&gt;Great, we made our text really stand out. Next go to the Layers  Palette, hold Command, left-click on the &quot;Shining lines,&quot; &quot;3D  TEXT_last,&quot; &quot;Shadows,&quot; and &quot;3D TEXT_colored&quot; layers. Now that you have  selected them, drag these layers onto the Create a New Layer icon. Next,  merge those copies (Command + E) and name this layer &quot;Reflection.&quot;  Place it above all layers and turn it off (it’s important to turn it  off, so do not skip this step).&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;828&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/16.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 17&lt;/h2&gt;Now, turn off the &quot;background&quot; layer, or even delete it, we no longer  need it. Go to Image &amp;gt; Merge Visible, name this merged layer &quot;TEXT.&quot;  Position it above the &quot;Reflection&quot; layer. As you can see we have two  similar layers with a small difference, the &quot;TEXT&quot; layer has a drop  shadow, and &quot;Reflection&quot; has no shadow. We will be working now with the  &quot;TEXT&quot; layer so let the &quot;Reflection&quot; layer remain invisible.&lt;br /&gt;OK, let’s give these letters a higher quality look. Select the &quot;TEXT&quot;  layer, duplicate it (Command + J), and this should automatically be  named &quot;TEXT copy,&quot; leave it this way. Then&lt;br /&gt;change the &quot;TEXT copy&quot; layer Blending Mode to Overlay and Opacity to  63%. Next go to Edit &amp;gt; Adjustments &amp;gt; Gradient Map, and select the  Black to White preset. &lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/17.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 18&lt;/h2&gt;Next, make another duplicate (Command + J) of the &quot;TEXT&quot; layer, and  position it above all layers. Name it &quot;Sharp edges&quot; and by the way  change it’s Blending Mode to Hard Light. Then go to Filter &amp;gt; Other  &amp;gt; High Pass, set the Radius to 1 or 2 pixels. Lower this layer’s  Opacity around 60-70%.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/18.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 19&lt;/h2&gt;Create a new layer below all layers, name it &quot;Surface,&quot; press D on  the keyboard to set colors to default. Grab the Gradient Tool (G) and  create a large gradient, through the whole image, from top to bottom.  You can start it outside the canvas. Then go to Edit &amp;gt; Transform &amp;gt;  Distort, and give this surface a touch of perspective. It doesn’t have  to be perfect. Because when you’re done, select the Crop Tool (C), and  crop the image nicely to get rid of the surface edges.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/19.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/19a.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 20&lt;/h2&gt;As I was looking to this image I thought the text is a little to  bright for me, so next thing I did, was select the &quot;TEXT&quot; layer and  apply Image &amp;gt; Adjustments &amp;gt; Brightness/Contrast. I lowered the  Contrast all the way down.&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/20.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 21&lt;/h2&gt;Next, go to the very bottom of the Layers Palette, and create new  layer above the &quot;Surface&quot; layer, then name it &quot;Glass&quot;. Grab the Paint  Bucket Tool (G), fill this layer with color #3f3f3f. Then apply Filter  &amp;gt; Noise &amp;gt; Add Noise, set the Amount to 28%, Distribution to  Gaussian, and leave the Monochromatic option checked.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/21.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 22&lt;/h2&gt;Now, select Filter &amp;gt; Blur &amp;gt; Motion Blur, set the Angle to -90,  and Distance to 144 pixels. Change this layer’s Blending Mode to  Overlay, and set the Opacity to 50%. Grab the Brush Tool (B), then with a  very nice soft brush of Hardness 0% and Flow around 20%, start erasing  some spots of this blurred noise. Next erase places around the text to  get a little of the glassy depth of the surface.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/22.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Step 23&lt;/h2&gt;In the end, I decided to colorize this whole image. If you want to  get the same final color effect, go to Layers Palette and add an  Adjustment Layer on the top of all layers. Pick Hue/Saturation. Make  sure you have the Colorize option checked. Then set Hue to 201, and  Saturation to 17.&lt;br /&gt;Next, select the &quot;Reflection&quot; layer, turn it on. Lower its Opacity to  20-30%, switch to the Move Tool (V), and by hitting the keyboard  arrows, position it a few pixels down to make a nice reflection. Then  you can apply a Layer Mask and softly erase some of the reflection  bottom.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;500&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/23.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;hr /&gt; &lt;h2&gt;Conclusion&lt;/h2&gt;That’s pretty much it, here is our quality 3D text, simply made in  Photoshop. If you want to add some flat text to this image, make sure  it’s going towards the perspective. Also, try to discover your own use  for this 3D typography by experimenting with colors and lights. You can  get many cool, various results.&lt;br /&gt;Thanks for reading the tutorial, I really enjoyed making it. Hope  you’ve learned something new. You can view the final image below or view  a &lt;a href=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/final_large.jpg&quot;&gt;larger version here&lt;/a&gt;.Photoshop updates&lt;br /&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop.html&quot;&gt;&lt;img height=&quot;407&quot; src=&quot;http://d2f8dzk2mhcqts.cloudfront.net/224_Metal_3D/final.jpg&quot; style=&quot;display: inline;&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&amp;nbsp;&lt;/div&gt;&lt;div class=&quot;tutorial_image&quot;&gt;&amp;nbsp;&lt;/div&gt;sr:pl &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/7097641620179889075/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d_2357.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/7097641620179889075'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/7097641620179889075'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-high-quality-metal-3d_2357.html' title='How to Create High Quality Metal 3D Text in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-946344809452049010</id><published>2011-09-05T19:38:00.003-07:00</published><updated>2011-09-08T01:27:00.320-07:00</updated><title type='text'>Create a cool 3D text using Photoshop updates and Illustrator in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;What are we making &lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;final Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-997&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/final.jpg&quot; style=&quot;display: inline;&quot; title=&quot;final2&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/h3&gt;&lt;h3&gt;Creating the 3D text in Adobe Illustrator&lt;/h3&gt;Open Adobe Illustrator and create a new document of 750×750 px.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;1 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-965&quot; height=&quot;304&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/1.jpg&quot; style=&quot;display: inline;&quot; title=&quot;110&quot; width=&quot;548&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Select the &lt;b&gt;Text tool&lt;/b&gt; and type in your first letter with a bold font.I am using Hobo Std Medium 72px.Fill it with white color.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;2 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-966&quot; height=&quot;395&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/2.jpg&quot; style=&quot;display: inline;&quot; title=&quot;210&quot; width=&quot;562&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Select the letter and go to Effect &amp;gt; 3D &amp;gt; Extrude &amp;amp; Bevel.&lt;br /&gt;You may hit &lt;b&gt;Preview&lt;/b&gt; to see how the letter shape is changing.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;3 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-968&quot; height=&quot;419&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/3.jpg&quot; style=&quot;display: inline;&quot; title=&quot;34&quot; width=&quot;598&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Repeat those steps for the next letters and adjust the rotation to make different symbols.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;4 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-969&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/4.jpg&quot; style=&quot;display: inline;&quot; title=&quot;45&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now let`s export the letters for Photoshop.Go to File-&amp;gt;Export and  be sure to choose from the list .psd extension to be compatible with  Photoshop.Then go to Photoshop and load the .psd 3D text.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;5 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-971&quot; height=&quot;487&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/5.jpg&quot; style=&quot;display: inline;&quot; title=&quot;54&quot; width=&quot;289&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;6 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-972&quot; height=&quot;94&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/6.jpg&quot; style=&quot;display: inline;&quot; title=&quot;64&quot; width=&quot;457&quot; /&gt;&lt;/div&gt;&lt;h3&gt;Stylizing the 3D text in Photoshop&lt;/h3&gt;Create a new layer in Photoshop to make a background for the text and add a radial gradient overlay.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;7 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-973&quot; height=&quot;437&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/7.jpg&quot; style=&quot;display: inline;&quot; title=&quot;73&quot; width=&quot;593&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;8 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-974&quot; height=&quot;520&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/8.jpg&quot; style=&quot;display: inline;&quot; title=&quot;84&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Add the text over the background.Select the Magic Wand tool,set tolerance to 2 and select the front side of the first letter.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;9 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-975&quot; height=&quot;260&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/9.jpg&quot; style=&quot;display: inline;&quot; title=&quot;94&quot; width=&quot;496&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Make a new layer above the letter layer,select the layer and fill the selection with a blue gradient using the &lt;b&gt;Gradient tool(G)&lt;/b&gt;.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;10 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-976&quot; height=&quot;240&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/10.jpg&quot; style=&quot;display: inline;&quot; title=&quot;103&quot; width=&quot;412&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now the letter looks better.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;11 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-977&quot; height=&quot;496&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/11.jpg&quot; style=&quot;display: inline;&quot; title=&quot;113&quot; width=&quot;574&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Continue with the rest of the letters giving them different color gradients,like in the image below.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;12 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-979&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/12.jpg&quot; style=&quot;display: inline;&quot; title=&quot;123&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now we`re going to create an effect for the each depth of each  letter.Double click the first letter layer,and add the next blending  options:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;13 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-981&quot; height=&quot;411&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/13.jpg&quot; style=&quot;display: inline;&quot; title=&quot;133&quot; width=&quot;581&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;14 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-982&quot; height=&quot;404&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/14.jpg&quot; style=&quot;display: inline;&quot; title=&quot;143&quot; width=&quot;581&quot; /&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;15 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-983&quot; height=&quot;406&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/15.jpg&quot; style=&quot;display: inline;&quot; title=&quot;152&quot; width=&quot;575&quot; /&gt;&lt;/a&gt;&lt;/div&gt;You may see how the depth of the letter is changing in a transparent blue,like in the image:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;16 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-984&quot; height=&quot;359&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/16.jpg&quot; style=&quot;display: inline;&quot; title=&quot;162&quot; width=&quot;434&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Continue the procedure for each letter,by changing the gradient color to a similar one like the letter.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;17 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-985&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/17.jpg&quot; style=&quot;display: inline;&quot; title=&quot;172&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Let`s decorate them a little bit.For this step,download some  decorative flower brush sets and start paint inside each letter.To paint  inside them,first you must hide the letter`s face and then select them  with the &lt;b&gt;Magic Wand tool,with a tolerance of 2pt&lt;/b&gt;.Watch the images below to understand better the procedure:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;19 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-987&quot; height=&quot;319&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/19.jpg&quot; style=&quot;display: inline;&quot; title=&quot;192&quot; width=&quot;567&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;18 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-988&quot; height=&quot;319&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/18.jpg&quot; style=&quot;display: inline;&quot; title=&quot;183&quot; width=&quot;567&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Download from here the decorative flower brush sets:&lt;br /&gt;&lt;a href=&quot;http://ro-stock.deviantart.com/art/Decorations-53524506&quot;&gt;Decorations by Ro-Stock&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://magicalviper.deviantart.com/art/Ornament-Brushes-2-69856542&quot;&gt;Ornament Brushes by Magical Viper&lt;/a&gt;&lt;br /&gt;Paint each letter as you want.You may give them a color or a gradient.You decide.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;20 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-990&quot; height=&quot;358&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/20.jpg&quot; style=&quot;display: inline;&quot; title=&quot;202&quot; width=&quot;428&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;21 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-991&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/21.jpg&quot; style=&quot;display: inline;&quot; title=&quot;213&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now download this &lt;a href=&quot;http://xvenoms-dreamzx.deviantart.com/art/Dark-Fog-Brush-Set-6-11260677&quot;&gt;Fog brush set&lt;/a&gt;,make a layer under the letters and paint some white fog,like in the image below:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;22 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-993&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/22.jpg&quot; style=&quot;display: inline;&quot; title=&quot;223&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Ok,now lets add some more interesting background elements.&lt;br /&gt;Download this &lt;a href=&quot;http://ihea.deviantart.com/art/VECTOR-CURVES-44197122&quot;&gt;Line brush set&lt;/a&gt; and add some lines over the letters.I painted them over a layer situated between &lt;b&gt;R&lt;/b&gt; and &lt;b&gt;T&lt;/b&gt;.Change the layer mode to Soft light,decrease the opacity to 60-65% and add an Outer Glow.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;23 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-994&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/23.jpg&quot; style=&quot;display: inline;&quot; title=&quot;232&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;24 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-995&quot; height=&quot;407&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/24.jpg&quot; style=&quot;display: inline;&quot; title=&quot;242&quot; width=&quot;588&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;25 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-996&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/25.jpg&quot; style=&quot;display: inline;&quot; title=&quot;251&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;To finish,put 2 or 3 shining stars over the letters.For this,download this lovely &lt;a href=&quot;http://jen-ni.deviantart.com/art/Star-Brushes-40617529&quot;&gt;Stars brush set&lt;/a&gt;,paint some stars and give them an Outer glow to shine.&lt;br /&gt;&lt;h3&gt;Final Image&lt;/h3&gt;This is how my final image looks,after following all the steps above.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;final Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-997&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/final.jpg&quot; style=&quot;display: inline;&quot; title=&quot;final2&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;We`ve reached the end of the tutorial.I thank you for reading and I  hope you learned something today.If you have a problem,leave a message  and I`ll help you as much as I &lt;a href=&quot;http://www.blogger.com/goog_1635255907&quot;&gt;can.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://www.photoshopupdates.blogspot.com/&quot;&gt;sr: ot&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/946344809452049010/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop_4160.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/946344809452049010'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/946344809452049010'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop_4160.html' title='Create a cool 3D text using Photoshop updates and Illustrator in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-6040675264219654146</id><published>2011-09-05T19:38:00.002-07:00</published><updated>2011-09-08T01:19:33.957-07:00</updated><title type='text'>Create a cool 3D text using Photoshop updates and Illustrator in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;h3&gt;What are we making &lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;final Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-997&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/final.jpg&quot; style=&quot;display: inline;&quot; title=&quot;final2&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;/h3&gt;&lt;h3&gt;Creating the 3D text in Adobe Illustrator&lt;/h3&gt;Open Adobe Illustrator and create a new document of 750×750 px.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;1 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-965&quot; height=&quot;304&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/1.jpg&quot; style=&quot;display: inline;&quot; title=&quot;110&quot; width=&quot;548&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Select the &lt;b&gt;Text tool&lt;/b&gt; and type in your first letter with a bold font.I am using Hobo Std Medium 72px.Fill it with white color.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;2 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-966&quot; height=&quot;395&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/2.jpg&quot; style=&quot;display: inline;&quot; title=&quot;210&quot; width=&quot;562&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Select the letter and go to Effect &amp;gt; 3D &amp;gt; Extrude &amp;amp; Bevel.&lt;br /&gt;You may hit &lt;b&gt;Preview&lt;/b&gt; to see how the letter shape is changing.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;3 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-968&quot; height=&quot;419&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/3.jpg&quot; style=&quot;display: inline;&quot; title=&quot;34&quot; width=&quot;598&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Repeat those steps for the next letters and adjust the rotation to make different symbols.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;4 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-969&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/4.jpg&quot; style=&quot;display: inline;&quot; title=&quot;45&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now let`s export the letters for Photoshop.Go to File-&amp;gt;Export and  be sure to choose from the list .psd extension to be compatible with  Photoshop.Then go to Photoshop and load the .psd 3D text.photoshop updates&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;5 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-971&quot; height=&quot;487&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/5.jpg&quot; style=&quot;display: inline;&quot; title=&quot;54&quot; width=&quot;289&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;6 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-972&quot; height=&quot;94&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/6.jpg&quot; style=&quot;display: inline;&quot; title=&quot;64&quot; width=&quot;457&quot; /&gt;&lt;/div&gt;&lt;h3&gt;Stylizing the 3D text in Photoshop&lt;/h3&gt;Create a new layer in Photoshop to make a background for the text and add a radial gradient overlay.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;7 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-973&quot; height=&quot;437&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/7.jpg&quot; style=&quot;display: inline;&quot; title=&quot;73&quot; width=&quot;593&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;8 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-974&quot; height=&quot;520&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/8.jpg&quot; style=&quot;display: inline;&quot; title=&quot;84&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Add the text over the background.Select the Magic Wand tool,set tolerance to 2 and select the front side of the first letter.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;9 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-975&quot; height=&quot;260&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/9.jpg&quot; style=&quot;display: inline;&quot; title=&quot;94&quot; width=&quot;496&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Make a new layer above the letter layer,select the layer and fill the selection with a blue gradient using the &lt;b&gt;Gradient tool(G)&lt;/b&gt;.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;10 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-976&quot; height=&quot;240&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/10.jpg&quot; style=&quot;display: inline;&quot; title=&quot;103&quot; width=&quot;412&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now the letter looks better.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/crack-and-peel.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;11 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-977&quot; height=&quot;496&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/11.jpg&quot; style=&quot;display: inline;&quot; title=&quot;113&quot; width=&quot;574&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Continue with the rest of the letters giving them different color gradients,like in the image below.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;12 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-979&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/12.jpg&quot; style=&quot;display: inline;&quot; title=&quot;123&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now we`re going to create an effect for the each depth of each  letter.Double click the first letter layer,and add the next blending  options:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;13 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-981&quot; height=&quot;411&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/13.jpg&quot; style=&quot;display: inline;&quot; title=&quot;133&quot; width=&quot;581&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;14 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-982&quot; height=&quot;404&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/14.jpg&quot; style=&quot;display: inline;&quot; title=&quot;143&quot; width=&quot;581&quot; /&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;15 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-983&quot; height=&quot;406&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/15.jpg&quot; style=&quot;display: inline;&quot; title=&quot;152&quot; width=&quot;575&quot; /&gt;&lt;/a&gt;&lt;/div&gt;You may see how the depth of the letter is changing in a transparent blue,like in the image:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;16 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-984&quot; height=&quot;359&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/16.jpg&quot; style=&quot;display: inline;&quot; title=&quot;162&quot; width=&quot;434&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Continue the procedure for each letter,by changing the gradient color to a similar one like the letter.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;17 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-985&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/17.jpg&quot; style=&quot;display: inline;&quot; title=&quot;172&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Let`s decorate them a little bit.For this step,download some  decorative flower brush sets and start paint inside each letter.To paint  inside them,first you must hide the letter`s face and then select them  with the &lt;b&gt;Magic Wand tool,with a tolerance of 2pt&lt;/b&gt;.Watch the images below to understand better the procedure:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;19 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-987&quot; height=&quot;319&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/19.jpg&quot; style=&quot;display: inline;&quot; title=&quot;192&quot; width=&quot;567&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;18 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-988&quot; height=&quot;319&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/18.jpg&quot; style=&quot;display: inline;&quot; title=&quot;183&quot; width=&quot;567&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Download from here the decorative flower brush sets:&lt;br /&gt;&lt;a href=&quot;http://ro-stock.deviantart.com/art/Decorations-53524506&quot;&gt;Decorations by Ro-Stock&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://magicalviper.deviantart.com/art/Ornament-Brushes-2-69856542&quot;&gt;Ornament Brushes by Magical Viper&lt;/a&gt;&lt;br /&gt;Paint each letter as you want.You may give them a color or a gradient.You decide.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;20 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-990&quot; height=&quot;358&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/20.jpg&quot; style=&quot;display: inline;&quot; title=&quot;202&quot; width=&quot;428&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;21 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-991&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/21.jpg&quot; style=&quot;display: inline;&quot; title=&quot;213&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Now download this &lt;a href=&quot;http://xvenoms-dreamzx.deviantart.com/art/Dark-Fog-Brush-Set-6-11260677&quot;&gt;Fog brush set&lt;/a&gt;,make a layer under the letters and paint some white fog,like in the image below:&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;22 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-993&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/22.jpg&quot; style=&quot;display: inline;&quot; title=&quot;223&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;Ok,now lets add some more interesting background elements.&lt;br /&gt;Download this &lt;a href=&quot;http://ihea.deviantart.com/art/VECTOR-CURVES-44197122&quot;&gt;Line brush set&lt;/a&gt; and add some lines over the letters.I painted them over a layer situated between &lt;b&gt;R&lt;/b&gt; and &lt;b&gt;T&lt;/b&gt;.Change the layer mode to Soft light,decrease the opacity to 60-65% and add an Outer Glow.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;23 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-994&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/23.jpg&quot; style=&quot;display: inline;&quot; title=&quot;232&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;24 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-995&quot; height=&quot;407&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/24.jpg&quot; style=&quot;display: inline;&quot; title=&quot;242&quot; width=&quot;588&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;25 Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-996&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/25.jpg&quot; style=&quot;display: inline;&quot; title=&quot;251&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;To finish,put 2 or 3 shining stars over the letters.For this,download this lovely &lt;a href=&quot;http://jen-ni.deviantart.com/art/Star-Brushes-40617529&quot;&gt;Stars brush set&lt;/a&gt;,paint some stars and give them an Outer glow to shine.&lt;br /&gt;&lt;h3&gt;Final Image&lt;/h3&gt;This is how my final image looks,after following all the steps above.&lt;br /&gt;&lt;div class=&quot;tut_image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot; Create a cool 3D text using Photoshop and Illustrator&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/themes/ourtuts/images/grey.gif&quot; title=&quot;Create a cool 3D text using Photoshop and Illustrator&quot; /&gt;&lt;img alt=&quot;final Create a cool 3D text using Photoshop and Illustrator&quot; class=&quot;aligncenter size-full wp-image-997&quot; height=&quot;780&quot; src=&quot;http://cdn.ourtutscom.netdna-cdn.com/wp-content/uploads/tutorial%2014-3dtext/final.jpg&quot; style=&quot;display: inline;&quot; title=&quot;final2&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;We`ve reached the end of the tutorial.I thank you for reading and I  hope you learned something today.If you have a problem,leave a message  and I`ll help you as much as I &lt;a href=&quot;http://www.blogger.com/goog_1635255907&quot;&gt;can.&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://www.photoshopupdates.blogspot.com/&quot;&gt;sr: ot&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/6040675264219654146/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop_5383.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6040675264219654146'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6040675264219654146'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-cool-3d-text-using-photoshop_5383.html' title='Create a cool 3D text using Photoshop updates and Illustrator in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-6945512042991598724</id><published>2011-09-04T08:20:00.003-07:00</published><updated>2011-09-08T01:27:00.371-07:00</updated><title type='text'>Crack and Peel in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/swirl-mania-in-illustrator-photoshop-in.html&quot;&gt;&lt;img alt=&quot; 41 Nicest Photoshop Photo Effects [Photoshop Tutorials]&quot; height=&quot;348&quot; src=&quot;http://farm4.static.flickr.com/3575/3315027243_4fcabe071f.jpg?v=0&quot; title=&quot;41 Nicest Photoshop Photo Effects [Photoshop Tutorials]&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;br /&gt;How to create a Crack and Peel&amp;nbsp; of a person taken from a normal photo, adding  colorful light to it as if the light source is located behind this  object. &lt;span style=&quot;color: white;&quot;&gt;photoshop updates,photoshop updates,photoshop updates&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Click &amp;nbsp; here &amp;nbsp;&amp;nbsp; to&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?7q1o9i49lspg119&quot;&gt;&lt;span style=&quot;font-size: 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&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/6945512042991598724/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/crack-and-peel-in-photoshop-updates_3152.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6945512042991598724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6945512042991598724'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/crack-and-peel-in-photoshop-updates_3152.html' title='Crack and Peel in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-2610996983099404244</id><published>2011-09-04T08:20:00.002-07:00</published><updated>2011-09-08T01:19:34.000-07:00</updated><title type='text'>Crack and Peel in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/swirl-mania-in-illustrator-photoshop-in.html&quot;&gt;&lt;img alt=&quot; 41 Nicest Photoshop Photo Effects [Photoshop Tutorials]&quot; height=&quot;348&quot; src=&quot;http://farm4.static.flickr.com/3575/3315027243_4fcabe071f.jpg?v=0&quot; title=&quot;41 Nicest Photoshop Photo Effects [Photoshop Tutorials]&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;br /&gt;How to create a Crack and Peel&amp;nbsp; of a person taken from a normal photo, adding  colorful light to it as if the light source is located behind this  object. &lt;span style=&quot;color: white;&quot;&gt;photoshop updates,photoshop updates,photoshop updates&lt;/span&gt;&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Click &amp;nbsp; here &amp;nbsp;&amp;nbsp; to&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.mediafire.com/?7q1o9i49lspg119&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Download&lt;/b&gt;&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: 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href='http://adobephotoshopupdates.blogspot.com/feeds/2610996983099404244/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/crack-and-peel-in-photoshop-updates_9887.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/2610996983099404244'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/2610996983099404244'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/crack-and-peel-in-photoshop-updates_9887.html' title='Crack and Peel in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-1192326222709907017</id><published>2011-09-04T00:13:00.003-07:00</published><updated>2011-09-08T01:27:00.417-07:00</updated><title type='text'>Swirl Mania in Illustrator &amp;amp; Photoshop in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;main-img-post&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img height=&quot;296&quot; src=&quot;http://abduzeedo.com/files/imagecache/img690x320/originals/swirls_tut.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div id=&quot;tags&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt; 	  		&lt;h3&gt;There are lots of ways to create swirls in Illustrator, you can even download vectors from sites such as bittbox and dezignus, and if you are using Photoshop you can download brushes with those sorts of symbols. &lt;/h3&gt;However in this tutorial I will show 4 ways to create swirls, and by  mixing them you will learn some very powerful techniques that will allow  you to easily make tons of different styles of swirls and crazy sperm  vectors.&lt;br /&gt;&lt;h3&gt;1st Way -  Arc, Circle, and Path tool&lt;/h3&gt;Select the &lt;b&gt;Arc Tool&lt;/b&gt; and create an arc. You can change the arc&#39;s properties by &lt;b&gt;holding the mouse button&lt;/b&gt; and pressing the &lt;b&gt;UP&lt;/b&gt; and&lt;b&gt; DOWN keys &lt;/b&gt;for the angle of the arc, &lt;b&gt;SPACE&lt;/b&gt; to move it, and &lt;b&gt;ALT&lt;/b&gt; to change the center point.&lt;br /&gt;Now create an ellipse using the &lt;b&gt;Ellipse Tool (L).  &lt;/b&gt;&lt;br /&gt;After you create the arc go to &lt;b&gt;Object&amp;gt;Path&amp;gt;Outline Stroke&lt;/b&gt;. The stroke will be converted to a shape, the select the &lt;b&gt;Direct Selection Tool(A).&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;936&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t1.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;2nd Way - Blend Tool(W)&lt;/h3&gt;Create 2 circles, one will be the start and the other the end points of our swirl. Then select the &lt;b&gt;Blend Tool (W)&lt;/b&gt; and click on the small circle and after that on the big circle. Double-click the Blend Tool icon to open the &lt;b&gt;Blend Options&lt;/b&gt;, there you will be able to change the spacing of the elements and the orientation. Select &lt;b&gt;Specified Distance&lt;/b&gt; and use &lt;b&gt;1pt&lt;/b&gt;, for the &lt;b&gt;Orientation use Align to Path.&lt;/b&gt;&lt;br /&gt;&lt;blockquote&gt;The spine is the path along which the steps in a blended object are aligned. By default, the spine forms a straight line.&lt;br /&gt;&lt;ul&gt;&lt;li&gt; To adjust the shape of the spine, drag the anchor points and path segments on the spine with the Direct Selection tool.&lt;/li&gt;&lt;br /&gt;&lt;li&gt; To replace the spine with a different path, draw an object to use  as the new spine. Select the spine object and the blended object, and  choose Object &amp;gt; Blend &amp;gt; Replace Spine.     &lt;/li&gt;&lt;br /&gt;&lt;li&gt; To reverse the order of a blend on its spine, select the blended object and choose Object &amp;gt; Blend &amp;gt; Reverse Spine.&lt;/li&gt;&lt;br /&gt;&lt;/ul&gt;&lt;/blockquote&gt;You can test different styles for the blend, like adding a dark stroke with some light color.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1270&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t2.jpg&quot; width=&quot;580&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;3rd Way - Spiral Tool&lt;/h3&gt;Select the &lt;b&gt;Spiral Tool&lt;/b&gt; and create a spiral, you can change the style of the spiral by &lt;b&gt;holding the mouse button&lt;/b&gt; and some keys like &lt;b&gt;CMD/CTRL, ALT, SPACE, UP, and Down. &lt;/b&gt;&lt;br /&gt;You can go to &lt;b&gt;Object&amp;gt;Path&amp;gt;Offset Path&lt;/b&gt; and specify the &lt;b&gt;offset to 3pt&lt;/b&gt;,  you will create a uniform spiral. But if you want to make the start  point smaller than the end or vice-versa, you can use the spiral as  spine for a Blend.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;907&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t3.jpg&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;4th Way - Twirl Tool&lt;/h3&gt;Create an ellipse with the &lt;b&gt;Ellipse Tool&lt;/b&gt;, after that select the &lt;b&gt;Twirl Tool&lt;/b&gt; and double click on the icon to open the &lt;b&gt;Twirl Tool Options.&lt;/b&gt; &lt;b&gt;Deselect the Simplify&lt;/b&gt; option and use &lt;b&gt;10 for detail.&lt;/b&gt; Then go with the center of the twirl tool over the edge of the circle and press and hold the mouse button to create a spiral.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;748&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t4.jpg&quot; width=&quot;587&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h2&gt;Mixing Techniques&lt;/h2&gt;&lt;h3&gt;Step 1&lt;/h3&gt;Create the first swirl using the first technique. Use a very long line with a circle at the end.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;524&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s1.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt; &lt;/div&gt;&lt;h3&gt;Step 2&lt;/h3&gt;Duplicate the swirls and resize it, repeat that to create another one, so you will have 3 swirls.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;491&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s3.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 3&lt;/h3&gt;Create a spiral applying the 3rd or 4th technique, actually you can do that with blends too.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;486&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s4.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 4&lt;/h3&gt;Create another swirl this time make the circle or much bigger.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;592&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s5.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 5&lt;/h3&gt;Duplicate the new swirl, resize and make it a bit smaller than the other like the image below.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;524&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s6.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 6&lt;/h3&gt;Duplicate again the swirl, now go to &lt;b&gt;Object&amp;gt;Transform&amp;gt;Reflect. &lt;/b&gt;Change the color to yellow.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;521&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s7.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 7&lt;/h3&gt;Create a new spiral like the image below, then duplicate it again resize it like and place it above the other spiral.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;529&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s8.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 8&lt;/h3&gt;Keep adding swirls.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;513&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s9.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 9&lt;/h3&gt;Now we will add some 3D effects using the &lt;b&gt;Mesh Tool (U).&lt;/b&gt; This  tool allows us to apply multiple gradients to one object. Just select  the object then with the Mesh Tool click where you want to add a new  color.&lt;br /&gt;Here in our swirl we will create a highlight area and a dark area. Repeat the process to the other swirls.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;447&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s10.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt; &lt;/div&gt;&lt;h3&gt;Step 10&lt;/h3&gt;With the &lt;b&gt;Pen Tool&lt;/b&gt; create two lines following the shape of the tail of our &quot;sperm&quot; shape, then apply the &lt;b&gt;Blend Tool&lt;/b&gt; with &lt;b&gt;5 Specified Steps&lt;/b&gt;. After that duplicate and resize the blend and use it on the other swirl &lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1067&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s12.jpg&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 11&lt;/h3&gt;Add more shapes and apply the &lt;b&gt;Mesh Tool. &lt;/b&gt;Duplicate the yellow swirl and make it really bigger like the image below.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;686&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s13.png&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 12&lt;/h3&gt;For the spiral add a gradient from pink to cyan, then go to &lt;b&gt;Effect&amp;gt;Stylize&amp;gt;Inner Glow...&lt;/b&gt; Use &lt;b&gt;Screen for the Mode, 75% Opacity, 5pt Blur and Center.&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;962&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s14a.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;h3&gt;Step 13&lt;/h3&gt;For those stripes following the spiral we will create a brush. To do  that is really simple in Illustrator. Just create a rectangle and drag  and drop it in the &lt;b&gt;Brushes Palette&lt;/b&gt;, then in this case select &lt;b&gt;New Pattern Brush&lt;/b&gt;. Use the image below for reference.&lt;br /&gt;After that create a spiral exactly like the one you want to add the stripes, and apply the brush.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1152&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s14.jpg&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Select the spiral without the &lt;i&gt;Brush Stroke&lt;/i&gt; and copy it. Then select the spiral with the stroke and go to the &lt;b&gt;Transparency Palette (Window&amp;gt;Transparency)&lt;/b&gt;.  Double click the area next to the thumbnail, it will create a new thumb  all black, select this thumb and paste the spiral. It will create a  mask, just move the mast to align it with the original spiral. It looks  complicated but it&#39;s easier than the explanation ;)&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;445&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s15.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 15&lt;/h3&gt;Use the blend tool to add more elements and details to some shapes.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1339&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s16.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 16&lt;/h3&gt;Create more swirls using the techniques we&#39;ve seen before and just change the sizes and colors. After that group all swirls.&lt;br /&gt;&lt;h3&gt;End result in Illustrator.&lt;/h3&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;626&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s17.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 17 (Photoshop)&lt;/h3&gt;Create a new document and place your image, I used a photo from &lt;a href=&quot;http://sxc.hu/&quot; target=&quot;_blank&quot;&gt;http://sxc.hu&lt;/a&gt; and 1440x900px for the document size.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;417&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s18.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 18&lt;/h3&gt;Copy the swirls in illustrator, the group with all swirls we have created, and paste it in Photoshop. Select &lt;b&gt;Paste As Smart Objects&lt;/b&gt;. After that go to &lt;b&gt;Layer&amp;gt;Layer Style&amp;gt;Bevel and Emboss,&lt;/b&gt; use the image below for reference.&lt;b&gt;photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;769&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s19.jpg&quot; width=&quot;590&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 19&lt;/h3&gt;Duplicate the layer and go to &lt;b&gt;Edit&amp;gt;Transform&amp;gt;Flip Vertical&lt;/b&gt;, and reduce the size of the layer and move it like the image below. After that select the 2 layers and convert them to &lt;b&gt;Smart Objects&lt;/b&gt; and rename it to &lt;i&gt;&lt;b&gt;&quot;Swirls&quot;photoshop updates&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;533&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s20.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 20&lt;/h3&gt;Duplicate the new&lt;i&gt;&lt;b&gt; &quot;Swirls&quot;&lt;/b&gt;&lt;/i&gt; and rename it to &lt;i&gt;&lt;b&gt;&quot;Swirls Glow&quot;&lt;/b&gt;&lt;/i&gt;, then go to&lt;b&gt; Filter&amp;gt;Blur&amp;gt;Gaussian Blur&lt;/b&gt;, use&lt;b&gt; 3px for the Amount,&lt;/b&gt; place it behind the &lt;i&gt;&lt;b&gt;&quot;Swirls&quot;&lt;/b&gt;&lt;/i&gt; and change the &lt;b&gt;Blend Mode to Hard Light&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;512&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s21.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 21&lt;/h3&gt;Duplicate the &lt;i&gt;&lt;b&gt;&quot;Swirls&quot;&lt;/b&gt;&lt;/i&gt; layer again and go to &lt;b&gt;Edit&amp;gt;Transform&amp;gt;Flip Horizontal&lt;/b&gt;, again reduce its size and move it like the image below. Then go to &lt;b&gt;Filter&amp;gt;Blur&amp;gt;Gaussian Blur&lt;/b&gt;, use &lt;b&gt;3px for the amount&lt;/b&gt; again, but don&#39;t change the blend mode.photoshop updates&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;421&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s22.jpg&quot; width=&quot;593&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 22&lt;/h3&gt;Duplicate the &lt;i&gt;&quot;Swirls&quot;&lt;/i&gt; layer one more time and this time just rotate it like the image below. Then go again to &lt;b&gt;Filter&amp;gt;Blur&amp;gt;Gaussian Blur,&lt;/b&gt; however this time use &lt;b&gt;5.5px for the Amount &lt;/b&gt;and reduce the &lt;b&gt;opacity to 70%&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;438&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s23.jpg&quot; width=&quot;541&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Conclusion&lt;/h3&gt;Just place your logo and that&#39;s it. You can add more elements, you  can even copy and paste each element separately and apply different  layer styles to each swirl. There are many options and tons of different  results from these methods, now it&#39;s all about trying different  combinations.photoshop updates&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;375&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s24.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Download the Files&lt;/h3&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://abductit.com/files/tutorials/misc/swirls_tut.zip&quot; target=&quot;_blank&quot;&gt;Click here to download the files used in this tutorials&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;sr:ad&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/1192326222709907017/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/swirl-mania-in-illustrator-photoshop-in_3018.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/1192326222709907017'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/1192326222709907017'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/swirl-mania-in-illustrator-photoshop-in_3018.html' title='Swirl Mania in Illustrator &amp;amp; Photoshop in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-4040728909814453257</id><published>2011-09-04T00:13:00.002-07:00</published><updated>2011-09-08T01:19:34.041-07:00</updated><title type='text'>Swirl Mania in Illustrator &amp;amp; Photoshop in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;main-img-post&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img height=&quot;296&quot; src=&quot;http://abduzeedo.com/files/imagecache/img690x320/originals/swirls_tut.jpg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div id=&quot;tags&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;span&gt;&lt;/span&gt; 	  		&lt;h3&gt;There are lots of ways to create swirls in Illustrator, you can even download vectors from sites such as bittbox and dezignus, and if you are using Photoshop you can download brushes with those sorts of symbols. &lt;/h3&gt;However in this tutorial I will show 4 ways to create swirls, and by  mixing them you will learn some very powerful techniques that will allow  you to easily make tons of different styles of swirls and crazy sperm  vectors.&lt;br /&gt;&lt;h3&gt;1st Way -  Arc, Circle, and Path tool&lt;/h3&gt;Select the &lt;b&gt;Arc Tool&lt;/b&gt; and create an arc. You can change the arc&#39;s properties by &lt;b&gt;holding the mouse button&lt;/b&gt; and pressing the &lt;b&gt;UP&lt;/b&gt; and&lt;b&gt; DOWN keys &lt;/b&gt;for the angle of the arc, &lt;b&gt;SPACE&lt;/b&gt; to move it, and &lt;b&gt;ALT&lt;/b&gt; to change the center point.&lt;br /&gt;Now create an ellipse using the &lt;b&gt;Ellipse Tool (L).  &lt;/b&gt;&lt;br /&gt;After you create the arc go to &lt;b&gt;Object&amp;gt;Path&amp;gt;Outline Stroke&lt;/b&gt;. The stroke will be converted to a shape, the select the &lt;b&gt;Direct Selection Tool(A).&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;936&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t1.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;2nd Way - Blend Tool(W)&lt;/h3&gt;Create 2 circles, one will be the start and the other the end points of our swirl. Then select the &lt;b&gt;Blend Tool (W)&lt;/b&gt; and click on the small circle and after that on the big circle. Double-click the Blend Tool icon to open the &lt;b&gt;Blend Options&lt;/b&gt;, there you will be able to change the spacing of the elements and the orientation. Select &lt;b&gt;Specified Distance&lt;/b&gt; and use &lt;b&gt;1pt&lt;/b&gt;, for the &lt;b&gt;Orientation use Align to Path.&lt;/b&gt;&lt;br /&gt;&lt;blockquote&gt;The spine is the path along which the steps in a blended object are aligned. By default, the spine forms a straight line.&lt;br /&gt;&lt;ul&gt;&lt;li&gt; To adjust the shape of the spine, drag the anchor points and path segments on the spine with the Direct Selection tool.&lt;/li&gt;&lt;br /&gt;&lt;li&gt; To replace the spine with a different path, draw an object to use  as the new spine. Select the spine object and the blended object, and  choose Object &amp;gt; Blend &amp;gt; Replace Spine.     &lt;/li&gt;&lt;br /&gt;&lt;li&gt; To reverse the order of a blend on its spine, select the blended object and choose Object &amp;gt; Blend &amp;gt; Reverse Spine.&lt;/li&gt;&lt;br /&gt;&lt;/ul&gt;&lt;/blockquote&gt;You can test different styles for the blend, like adding a dark stroke with some light color.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1270&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t2.jpg&quot; width=&quot;580&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;3rd Way - Spiral Tool&lt;/h3&gt;Select the &lt;b&gt;Spiral Tool&lt;/b&gt; and create a spiral, you can change the style of the spiral by &lt;b&gt;holding the mouse button&lt;/b&gt; and some keys like &lt;b&gt;CMD/CTRL, ALT, SPACE, UP, and Down. &lt;/b&gt;&lt;br /&gt;You can go to &lt;b&gt;Object&amp;gt;Path&amp;gt;Offset Path&lt;/b&gt; and specify the &lt;b&gt;offset to 3pt&lt;/b&gt;,  you will create a uniform spiral. But if you want to make the start  point smaller than the end or vice-versa, you can use the spiral as  spine for a Blend.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;907&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t3.jpg&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;4th Way - Twirl Tool&lt;/h3&gt;Create an ellipse with the &lt;b&gt;Ellipse Tool&lt;/b&gt;, after that select the &lt;b&gt;Twirl Tool&lt;/b&gt; and double click on the icon to open the &lt;b&gt;Twirl Tool Options.&lt;/b&gt; &lt;b&gt;Deselect the Simplify&lt;/b&gt; option and use &lt;b&gt;10 for detail.&lt;/b&gt; Then go with the center of the twirl tool over the edge of the circle and press and hold the mouse button to create a spiral.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;748&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_t4.jpg&quot; width=&quot;587&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h2&gt;Mixing Techniques&lt;/h2&gt;&lt;h3&gt;Step 1&lt;/h3&gt;Create the first swirl using the first technique. Use a very long line with a circle at the end.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;524&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s1.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt; &lt;/div&gt;&lt;h3&gt;Step 2&lt;/h3&gt;Duplicate the swirls and resize it, repeat that to create another one, so you will have 3 swirls.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;491&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s3.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 3&lt;/h3&gt;Create a spiral applying the 3rd or 4th technique, actually you can do that with blends too.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;486&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s4.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 4&lt;/h3&gt;Create another swirl this time make the circle or much bigger.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;592&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s5.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 5&lt;/h3&gt;Duplicate the new swirl, resize and make it a bit smaller than the other like the image below.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;524&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s6.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 6&lt;/h3&gt;Duplicate again the swirl, now go to &lt;b&gt;Object&amp;gt;Transform&amp;gt;Reflect. &lt;/b&gt;Change the color to yellow.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;521&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s7.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 7&lt;/h3&gt;Create a new spiral like the image below, then duplicate it again resize it like and place it above the other spiral.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;529&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s8.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 8&lt;/h3&gt;Keep adding swirls.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;513&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s9.gif&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 9&lt;/h3&gt;Now we will add some 3D effects using the &lt;b&gt;Mesh Tool (U).&lt;/b&gt; This  tool allows us to apply multiple gradients to one object. Just select  the object then with the Mesh Tool click where you want to add a new  color.&lt;br /&gt;Here in our swirl we will create a highlight area and a dark area. Repeat the process to the other swirls.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;447&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s10.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt; &lt;/div&gt;&lt;h3&gt;Step 10&lt;/h3&gt;With the &lt;b&gt;Pen Tool&lt;/b&gt; create two lines following the shape of the tail of our &quot;sperm&quot; shape, then apply the &lt;b&gt;Blend Tool&lt;/b&gt; with &lt;b&gt;5 Specified Steps&lt;/b&gt;. After that duplicate and resize the blend and use it on the other swirl &lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1067&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s12.jpg&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 11&lt;/h3&gt;Add more shapes and apply the &lt;b&gt;Mesh Tool. &lt;/b&gt;Duplicate the yellow swirl and make it really bigger like the image below.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;686&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s13.png&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 12&lt;/h3&gt;For the spiral add a gradient from pink to cyan, then go to &lt;b&gt;Effect&amp;gt;Stylize&amp;gt;Inner Glow...&lt;/b&gt; Use &lt;b&gt;Screen for the Mode, 75% Opacity, 5pt Blur and Center.&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;962&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s14a.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;&lt;h3&gt;Step 13&lt;/h3&gt;For those stripes following the spiral we will create a brush. To do  that is really simple in Illustrator. Just create a rectangle and drag  and drop it in the &lt;b&gt;Brushes Palette&lt;/b&gt;, then in this case select &lt;b&gt;New Pattern Brush&lt;/b&gt;. Use the image below for reference.&lt;br /&gt;After that create a spiral exactly like the one you want to add the stripes, and apply the brush.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1152&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s14.jpg&quot; width=&quot;550&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Select the spiral without the &lt;i&gt;Brush Stroke&lt;/i&gt; and copy it. Then select the spiral with the stroke and go to the &lt;b&gt;Transparency Palette (Window&amp;gt;Transparency)&lt;/b&gt;.  Double click the area next to the thumbnail, it will create a new thumb  all black, select this thumb and paste the spiral. It will create a  mask, just move the mast to align it with the original spiral. It looks  complicated but it&#39;s easier than the explanation ;)&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;445&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s15.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 15&lt;/h3&gt;Use the blend tool to add more elements and details to some shapes.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;1339&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s16.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 16&lt;/h3&gt;Create more swirls using the techniques we&#39;ve seen before and just change the sizes and colors. After that group all swirls.&lt;br /&gt;&lt;h3&gt;End result in Illustrator.&lt;/h3&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;626&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s17.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 17 (Photoshop)&lt;/h3&gt;Create a new document and place your image, I used a photo from &lt;a href=&quot;http://sxc.hu/&quot; target=&quot;_blank&quot;&gt;http://sxc.hu&lt;/a&gt; and 1440x900px for the document size.&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;417&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s18.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 18&lt;/h3&gt;Copy the swirls in illustrator, the group with all swirls we have created, and paste it in Photoshop. Select &lt;b&gt;Paste As Smart Objects&lt;/b&gt;. After that go to &lt;b&gt;Layer&amp;gt;Layer Style&amp;gt;Bevel and Emboss,&lt;/b&gt; use the image below for reference.&lt;b&gt;photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;769&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s19.jpg&quot; width=&quot;590&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 19&lt;/h3&gt;Duplicate the layer and go to &lt;b&gt;Edit&amp;gt;Transform&amp;gt;Flip Vertical&lt;/b&gt;, and reduce the size of the layer and move it like the image below. After that select the 2 layers and convert them to &lt;b&gt;Smart Objects&lt;/b&gt; and rename it to &lt;i&gt;&lt;b&gt;&quot;Swirls&quot;photoshop updates&lt;/b&gt;&lt;/i&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;533&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s20.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 20&lt;/h3&gt;Duplicate the new&lt;i&gt;&lt;b&gt; &quot;Swirls&quot;&lt;/b&gt;&lt;/i&gt; and rename it to &lt;i&gt;&lt;b&gt;&quot;Swirls Glow&quot;&lt;/b&gt;&lt;/i&gt;, then go to&lt;b&gt; Filter&amp;gt;Blur&amp;gt;Gaussian Blur&lt;/b&gt;, use&lt;b&gt; 3px for the Amount,&lt;/b&gt; place it behind the &lt;i&gt;&lt;b&gt;&quot;Swirls&quot;&lt;/b&gt;&lt;/i&gt; and change the &lt;b&gt;Blend Mode to Hard Light&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;512&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s21.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 21&lt;/h3&gt;Duplicate the &lt;i&gt;&lt;b&gt;&quot;Swirls&quot;&lt;/b&gt;&lt;/i&gt; layer again and go to &lt;b&gt;Edit&amp;gt;Transform&amp;gt;Flip Horizontal&lt;/b&gt;, again reduce its size and move it like the image below. Then go to &lt;b&gt;Filter&amp;gt;Blur&amp;gt;Gaussian Blur&lt;/b&gt;, use &lt;b&gt;3px for the amount&lt;/b&gt; again, but don&#39;t change the blend mode.photoshop updates&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;421&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s22.jpg&quot; width=&quot;593&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Step 22&lt;/h3&gt;Duplicate the &lt;i&gt;&quot;Swirls&quot;&lt;/i&gt; layer one more time and this time just rotate it like the image below. Then go again to &lt;b&gt;Filter&amp;gt;Blur&amp;gt;Gaussian Blur,&lt;/b&gt; however this time use &lt;b&gt;5.5px for the Amount &lt;/b&gt;and reduce the &lt;b&gt;opacity to 70%&lt;/b&gt;&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;438&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s23.jpg&quot; width=&quot;541&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Conclusion&lt;/h3&gt;Just place your logo and that&#39;s it. You can add more elements, you  can even copy and paste each element separately and apply different  layer styles to each swirl. There are many options and tons of different  results from these methods, now it&#39;s all about trying different  combinations.photoshop updates&lt;br /&gt;&lt;div class=&quot;imgC&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img class=&quot;img&quot; height=&quot;375&quot; src=&quot;http://imgs.abduzeedo.com/files/tutorials/misc/smt_s24.jpg&quot; width=&quot;600&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;Download the Files&lt;/h3&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://abductit.com/files/tutorials/misc/swirls_tut.zip&quot; target=&quot;_blank&quot;&gt;Click here to download the files used in this tutorials&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;imgC download&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;sr:ad&lt;/span&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/4040728909814453257/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/swirl-mania-in-illustrator-photoshop-in_9409.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/4040728909814453257'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/4040728909814453257'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/swirl-mania-in-illustrator-photoshop-in_9409.html' title='Swirl Mania in Illustrator &amp;amp; Photoshop in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-8109219627458129664</id><published>2011-09-02T21:20:00.003-07:00</published><updated>2011-09-08T01:27:00.458-07:00</updated><title type='text'>Master Special Finishes in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;main-image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;imagecache imagecache-featured_main&quot; height=&quot;380&quot; src=&quot;http://media.computerarts.co.uk/files/imagecache/featured_main/articles/tutorial/2009/11/art167tutindesign615.jpg&quot; title=&quot;&quot; width=&quot;615&quot; /&gt;&lt;/a&gt;         &lt;/div&gt;&lt;h2 class=&quot;strapline&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;Tony Harmer draws on simple techniques for adding spot colours, varnishes and special finishes to your layouts.       &lt;/a&gt;&lt;/h2&gt;Spot colours, varnishes and UVs can add a new dimension to a printed piece by highlighting graphic elements.photoshop updates&lt;br /&gt;&lt;h4 class=&quot;advert_mpu_body_hdr&quot;&gt;Advertisement&lt;/h4&gt;They enhance the appearance of certain areas within an image or even  bump up the appearance of colours that aren&#39;t as bright as desired  because of the limitations of the CMYK process.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;photoshop updates&lt;/a&gt;&lt;br /&gt;Using the cover image of &lt;i&gt;Computer Arts&lt;/i&gt; issue 161, designed  by Jose Oliveira, as its basis, this tutorial uses the scenario of  preparing a piece of artwork using one spot colour (in the multicoloured  triangle at the top of the page), a UV varnish (on the triangle  elements) and a textured spot UV varnish (shown as bright magenta in the  tutorial graphic). You&#39;ll see how other &lt;i&gt;CS Design Premium&lt;/i&gt; applications work with &lt;i&gt;InDesign&lt;/i&gt; to prepare the graphics for print.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;photoshop updates&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTrmlE6xCN-xaU7FebeJeumprewY9V3vM06dJ9JIGWE4Nw3Civv&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://mos.futurenet.com/resources/computerarts/art167finishes.zip&quot; rel=&quot;nofollow&quot;&gt;Click here to download the support files&lt;/a&gt;&lt;/span&gt;&lt;/b&gt; &lt;span style=&quot;color: lime;&quot;&gt;(5.2MB)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTrmlE6xCN-xaU7FebeJeumprewY9V3vM06dJ9JIGWE4Nw3Civv&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://tomhess.net/files/images/TeacherCircle/arrow_red_moving.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://mos.futurenet.com/pdf/computerarts/ART167_tut_indesign.pdf&quot; rel=&quot;nofollow&quot;&gt;Click here to download the tutorial for free &lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;span style=&quot;background-color: lime; color: lime;&quot;&gt;&lt;span style=&quot;background-color: orange;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;sr:ca&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/8109219627458129664/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop_9964.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/8109219627458129664'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/8109219627458129664'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop_9964.html' title='Master Special Finishes in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-2022495816426289278</id><published>2011-09-02T21:20:00.002-07:00</published><updated>2011-09-08T01:19:34.077-07:00</updated><title type='text'>Master Special Finishes in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;div class=&quot;main-image&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;imagecache imagecache-featured_main&quot; height=&quot;380&quot; src=&quot;http://media.computerarts.co.uk/files/imagecache/featured_main/articles/tutorial/2009/11/art167tutindesign615.jpg&quot; title=&quot;&quot; width=&quot;615&quot; /&gt;&lt;/a&gt;         &lt;/div&gt;&lt;h2 class=&quot;strapline&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;Tony Harmer draws on simple techniques for adding spot colours, varnishes and special finishes to your layouts.       &lt;/a&gt;&lt;/h2&gt;Spot colours, varnishes and UVs can add a new dimension to a printed piece by highlighting graphic elements.photoshop updates&lt;br /&gt;&lt;h4 class=&quot;advert_mpu_body_hdr&quot;&gt;Advertisement&lt;/h4&gt;They enhance the appearance of certain areas within an image or even  bump up the appearance of colours that aren&#39;t as bright as desired  because of the limitations of the CMYK process.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;photoshop updates&lt;/a&gt;&lt;br /&gt;Using the cover image of &lt;i&gt;Computer Arts&lt;/i&gt; issue 161, designed  by Jose Oliveira, as its basis, this tutorial uses the scenario of  preparing a piece of artwork using one spot colour (in the multicoloured  triangle at the top of the page), a UV varnish (on the triangle  elements) and a textured spot UV varnish (shown as bright magenta in the  tutorial graphic). You&#39;ll see how other &lt;i&gt;CS Design Premium&lt;/i&gt; applications work with &lt;i&gt;InDesign&lt;/i&gt; to prepare the graphics for print.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;photoshop updates&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTrmlE6xCN-xaU7FebeJeumprewY9V3vM06dJ9JIGWE4Nw3Civv&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;b style=&quot;color: lime;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://mos.futurenet.com/resources/computerarts/art167finishes.zip&quot; rel=&quot;nofollow&quot;&gt;Click here to download the support files&lt;/a&gt;&lt;/span&gt;&lt;/b&gt; &lt;span style=&quot;color: lime;&quot;&gt;(5.2MB)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://t3.gstatic.com/images?q=tbn:ANd9GcTrmlE6xCN-xaU7FebeJeumprewY9V3vM06dJ9JIGWE4Nw3Civv&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href=&quot;http://tomhess.net/files/images/TeacherCircle/arrow_red_moving.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://mos.futurenet.com/pdf/computerarts/ART167_tut_indesign.pdf&quot; rel=&quot;nofollow&quot;&gt;Click here to download the tutorial for free &lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;span style=&quot;background-color: lime; color: lime;&quot;&gt;&lt;span style=&quot;background-color: orange;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in.html&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;sr:ca&lt;span style=&quot;background-color: white;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/2022495816426289278/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop_7192.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/2022495816426289278'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/2022495816426289278'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop_7192.html' title='Master Special Finishes in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-8905272398310173407</id><published>2011-09-02T21:19:00.011-07:00</published><updated>2011-09-08T01:27:00.583-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CS3"/><title type='text'>How to install Patterns in Adobe Photoshop CS3 in photoshop updaters</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;You&#39;ve downloaded new pattern and you want to load it to yous Adobe Photoshop, read this tutorial.&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Put the .pat file you&#39;ve downloaded into the folder &lt;em&gt;/Users/{username}/Library/Application Support/Adobe/Adobe Photoshop CS3/Presets/Patterns&lt;/em&gt; (on mac OS X) or &lt;em&gt;C:\Program Files\Adobe\Photoshop\Presets\&lt;/em&gt; (on Windows) &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;&lt;b&gt;.photoshop updaters&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Then open your Adobe Photoshop, active Paint Bucket Tool, &lt;/li&gt;&lt;br /&gt;&lt;/ol&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;&lt;img alt=&quot;install patterns tutorial screenshot&quot; height=&quot;85&quot; src=&quot;http://myphotoshopbrushes.com/_images/Install_patterns_01.jpg&quot; width=&quot;315&quot; /&gt;&lt;/a&gt;&lt;br /&gt;go to option palette and change Foreground on Pattern.&lt;br /&gt;&lt;img alt=&quot;install patterns tutorial screenshot&quot; height=&quot;83&quot; src=&quot;http://myphotoshopbrushes.com/_images/Install_patterns_02.jpg&quot; width=&quot;316&quot; /&gt;&lt;br /&gt;Then click on (1) to open the Pattern Picker.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;&lt;img alt=&quot;install patterns tutorial screenshot&quot; height=&quot;429&quot; src=&quot;http://myphotoshopbrushes.com/_images/Install_patterns_03.jpg&quot; width=&quot;364&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Than click on little triangel in the right upper corner (2).&lt;br /&gt;Next on the list you choose &#39;Load Patterns&#39; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;br /&gt;In the dialog box choose the .pat file you want to load and your  new patterns appear in the Pattern Palette and are just ready to use.photoshop updaters&lt;br /&gt;&lt;br /&gt;TO&lt;b&gt; get daily updates about &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;photoshop updates&lt;/a&gt; send mail to photoshopupdats@gmail.com&amp;nbsp;&lt;/b&gt; &lt;br /&gt;&lt;br /&gt;sr:mpb &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/8905272398310173407/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-patterns-in-adobe_6388.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/8905272398310173407'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/8905272398310173407'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-patterns-in-adobe_6388.html' title='How to install Patterns in Adobe Photoshop CS3 in photoshop updaters'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-7416018465458372905</id><published>2011-09-02T21:19:00.010-07:00</published><updated>2011-09-08T01:27:00.547-07:00</updated><title type='text'>How to create and define Photoshop Brushes in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Two basic general features that characterize brushes set limits on  what can be successfully turned into a brush. And what can be a brush is  almost anything.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;br /&gt;&lt;ul style=&quot;margin-left: 40px; margin-right: 30px;&quot;&gt;&lt;li&gt;First is color. Photoshop uses gray scale info while defining  brushes. You can make a brush out of a colorful image but converting  your document to Grayscale will give you a better idea of what you are  doing.    Anything that is white becomes transparent (0% opacity), anything black  becomes 100% opaque and any other color turns translucent (opacity  somewhere between 0 and 100%).&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Second limitation is size: there is a maximum brush size possible.  From Photoshop 7.0 on it&#39;s 2500 px x 2500 px (and 999 px for earlier  versions). The larger the brush is created the better, so we strongly  encourage you to create large brushes (ideally about 2500 px x 2500 px).  The reason is you can’t increase the diameter of your brush beyond its  original size without blurring.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;/li&gt;&lt;br /&gt;&lt;/ul&gt;There are plenty of ways to create a brush. You may start from a scanned image, a vector graphics,&lt;br /&gt;a raster graphics or a photo. &lt;br /&gt;We will guide you through a process of creating a sample brush in Adobe Photoshop CS4 from&lt;br /&gt;a scanned ink stroke.&lt;br /&gt;&lt;b&gt;Step 1&lt;/b&gt;&lt;br /&gt;Create a black ink stroke on a white paper and scan it. 		The optimum scan settings will vary depending on your scanner quality. Here, we set the resolution to 200 dpi.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Stroke Scan&quot; height=&quot;674&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/scan-stroke.jpg&quot; width=&quot;488&quot; /&gt;&lt;/a&gt; 		&lt;b&gt;Step 2&lt;/b&gt;&lt;br /&gt;Open your scan file in Photoshop and change the color mode to 8-bit Grayscale (Image &amp;gt; Mode).&lt;br /&gt;&lt;b&gt;Step 3 &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;(photoshop updaters)&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;You need some time to clean the image. With your bare eye it may  look ok but it’s important to always make sure that there are no  artifacts.  Great tools to do that are (alternatively) levels and  threshold.  Open the Image &amp;gt; Adjustments &amp;gt; Levels panel and drag the left  slider in the Input Level panel right to the end &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Pohotoshop level panel&quot; height=&quot;449&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/levels1.jpg&quot; width=&quot;490&quot; /&gt;&lt;/a&gt; 		or open the Image &amp;gt; Adjustments &amp;gt; Threshold panel and drag the slider right to the end&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop threshold panel&quot; height=&quot;271&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/threshold1.jpg&quot; width=&quot;469&quot; /&gt;&lt;/a&gt; 		It may happen that the background turns grey (after levels adjustment)&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Background&quot; height=&quot;428&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/backgroundcolor.jpg&quot; width=&quot;620&quot; /&gt;&lt;/a&gt; 		or totally black (after threshold). That means the white background is not truly white. 		Note, in this step always choose ‘Cancel’ - we only want to identify possible artifacts.&lt;br /&gt;&lt;b&gt;Step 4&lt;/b&gt; (Fixing the background - if necessary)&lt;br /&gt;We will use Levels. &lt;br /&gt;&lt;br /&gt;Drag the right slider in the Input Levels panel slightly left.  That turns the brightest pixels white. To check if the right slider is  moved enough, drag the left slider right to meet the right one. If the  background stays white, the right slider position is ok. Bring the left  one back to its origin. &lt;br /&gt;&lt;b&gt;Step 5&lt;/b&gt; (Further cleaning - if necessary)&lt;br /&gt;Once the background is fixed repeat Step 3.  Now you can easily see plenty of very tiny ink stains all around our  stroke. Some of them may add some character to you brush, but we want to  get rid of the majority of them.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;level&quot; height=&quot;428&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/levelstains.jpg&quot; width=&quot;620&quot; /&gt;&lt;/a&gt; 		There is a trick how to do that effectively and easily. 		Create a white background layer. Duplicate your stroke layer and turn  its visibility off. Apply levels or threshold adjustment as you did  before to the stroke copy layer but this time hit the OK button. Now,  create a mask and start to paint over all unwanted stains with a black  brush. &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop trick 1&quot; height=&quot;185&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/trick1.jpg&quot; width=&quot;214&quot; /&gt;&lt;/a&gt; 		Once all of the stains are masked, drag the mask to the stroke layer, turn it  on and delete the copy.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop trick 2&quot; height=&quot;152&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/trick2.jpg&quot; width=&quot;214&quot; /&gt;&lt;/a&gt; 		&lt;b&gt;Step 6&lt;/b&gt;&lt;br /&gt;Your stroke is now clean, you can adjust it a bit, again using  Image &amp;gt; Adjustments &amp;gt; Levels (or Brightness/Contrast, Exposure,  Curves, Threshold). Hit OK once you get an appearance you are satisfied  with&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Level final&quot; height=&quot;449&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/levels_final.jpg&quot; width=&quot;490&quot; /&gt;&lt;/a&gt; 		&lt;b&gt;Step 7&lt;/b&gt;&lt;br /&gt;Now, with a stroke ready to be turned into a brush&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Stroke final&quot; height=&quot;674&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/stroke_final.jpg&quot; width=&quot;488&quot; /&gt;&lt;/a&gt; 		go to Edit &amp;gt; Create  Brush Preset. Choose a name for your brush and hit OK.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Create brush preset&quot; height=&quot;188&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/define_tut_stroke.jpg&quot; width=&quot;656&quot; /&gt;&lt;/a&gt; 		A new brush is created. You did not have to select your image since  Photoshop recognizes all pixels that are not white and include them  into a new brush area. However, if you select a portion of your image,  only the selection will be turned into a brush. &lt;br /&gt;Test your brush and enjoy!&lt;br /&gt;What next? If you want to export your brushes (eg. send them to  myPhotoshopBrushes.com) go to  Edit &amp;gt; Preset Manager, choose Brushes  as the Preset Type and select all your new brushes holding the Shift  key. Pressing the Save Set button saves the whole pack as an .abr file. &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Brush preset manager&quot; height=&quot;498&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/brush_presets.jpg&quot; width=&quot;691&quot; /&gt;&lt;/a&gt; 		If you decide to share your (own!) brushes with us, please &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;send us&lt;/a&gt; a link to your site and/or a zipped .abr file as well as a terms of use info (required) and a 300 px x 300 px preview.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;TO&lt;b&gt; get daily updates about photoshop updates send mail to photoshopupdats@gmail.com&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;SR:MPB&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/7416018465458372905/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop_2168.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/7416018465458372905'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/7416018465458372905'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop_2168.html' title='How to create and define Photoshop Brushes in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-8803722244015745910</id><published>2011-09-02T21:19:00.009-07:00</published><updated>2011-09-08T01:27:00.498-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CS3"/><title type='text'>How to install Brushes in Adobe Photoshop CS3 in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;If you&#39;ve downloaded the .abr file and don&#39;t know what to do next, read this tutorial.&lt;b&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt; 	  &lt;/b&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Put the .abr file you&#39;ve downloaded into the folder &lt;i class=&quot;path&quot;&gt;/Users/{username}/Library/Application Support/Adobe/Adobe Photoshop CS3/Presets/Brushes&lt;/i&gt; (on mac OS X) or &lt;i class=&quot;path&quot;&gt;C:\Program Files\Adobe\Photoshop\Presets\Brushes&lt;/i&gt; (on Windows) .&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Then open your Adobe Photoshop, active brush tool, go to option palette and click on to open the brush preset picker&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;b&gt;.photoshop updaters&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;br /&gt;&lt;/ol&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;img alt=&quot;install brushes tutorial screenshot&quot; height=&quot;111&quot; src=&quot;http://myphotoshopbrushes.com/_images/install-brushes_01.jpg&quot; width=&quot;402&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Then click on little triangel in the right upper corner.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;img alt=&quot;install brushes tutorial screenshot&quot; height=&quot;319&quot; src=&quot;http://myphotoshopbrushes.com/_images/install-brushes_02.png&quot; width=&quot;255&quot; /&gt;&lt;/a&gt;       Next on the list you choose &#39;Load Brushes&#39;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;img alt=&quot;install brushes tutorial screenshot&quot; height=&quot;490&quot; src=&quot;http://myphotoshopbrushes.com/_images/install-brushes_03.png&quot; width=&quot;392&quot; /&gt;&lt;/a&gt;&lt;br /&gt;In the dialog box choose the .abr file you want to load and your  new brushes appear in the Brush palette and are just ready to use.photoshop updaters&lt;br /&gt;&lt;br /&gt;TO&lt;b&gt; get daily updates about photoshop updates send mail to photoshopupdats@gmail.com&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;SR:MPB&lt;/span&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/8803722244015745910/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe_5933.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/8803722244015745910'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/8803722244015745910'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe_5933.html' title='How to install Brushes in Adobe Photoshop CS3 in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-466577720660861413</id><published>2011-09-02T21:19:00.008-07:00</published><updated>2011-09-08T01:19:34.167-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CS3"/><title type='text'>How to install Patterns in Adobe Photoshop CS3 in photoshop updaters</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;You&#39;ve downloaded new pattern and you want to load it to yous Adobe Photoshop, read this tutorial.&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Put the .pat file you&#39;ve downloaded into the folder &lt;em&gt;/Users/{username}/Library/Application Support/Adobe/Adobe Photoshop CS3/Presets/Patterns&lt;/em&gt; (on mac OS X) or &lt;em&gt;C:\Program Files\Adobe\Photoshop\Presets\&lt;/em&gt; (on Windows) &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;&lt;b&gt;.photoshop updaters&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Then open your Adobe Photoshop, active Paint Bucket Tool, &lt;/li&gt;&lt;br /&gt;&lt;/ol&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;&lt;img alt=&quot;install patterns tutorial screenshot&quot; height=&quot;85&quot; src=&quot;http://myphotoshopbrushes.com/_images/Install_patterns_01.jpg&quot; width=&quot;315&quot; /&gt;&lt;/a&gt;&lt;br /&gt;go to option palette and change Foreground on Pattern.&lt;br /&gt;&lt;img alt=&quot;install patterns tutorial screenshot&quot; height=&quot;83&quot; src=&quot;http://myphotoshopbrushes.com/_images/Install_patterns_02.jpg&quot; width=&quot;316&quot; /&gt;&lt;br /&gt;Then click on (1) to open the Pattern Picker.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;&lt;img alt=&quot;install patterns tutorial screenshot&quot; height=&quot;429&quot; src=&quot;http://myphotoshopbrushes.com/_images/Install_patterns_03.jpg&quot; width=&quot;364&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Than click on little triangel in the right upper corner (2).&lt;br /&gt;Next on the list you choose &#39;Load Patterns&#39; &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;br /&gt;In the dialog box choose the .pat file you want to load and your  new patterns appear in the Pattern Palette and are just ready to use.photoshop updaters&lt;br /&gt;&lt;br /&gt;TO&lt;b&gt; get daily updates about &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe.html&quot;&gt;photoshop updates&lt;/a&gt; send mail to photoshopupdats@gmail.com&amp;nbsp;&lt;/b&gt; &lt;br /&gt;&lt;br /&gt;sr:mpb &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/466577720660861413/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-patterns-in-adobe_1496.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/466577720660861413'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/466577720660861413'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-patterns-in-adobe_1496.html' title='How to install Patterns in Adobe Photoshop CS3 in photoshop updaters'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-3376674304355417858</id><published>2011-09-02T21:19:00.007-07:00</published><updated>2011-09-08T01:19:34.141-07:00</updated><title type='text'>How to create and define Photoshop Brushes in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Two basic general features that characterize brushes set limits on  what can be successfully turned into a brush. And what can be a brush is  almost anything.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;br /&gt;&lt;ul style=&quot;margin-left: 40px; margin-right: 30px;&quot;&gt;&lt;li&gt;First is color. Photoshop uses gray scale info while defining  brushes. You can make a brush out of a colorful image but converting  your document to Grayscale will give you a better idea of what you are  doing.    Anything that is white becomes transparent (0% opacity), anything black  becomes 100% opaque and any other color turns translucent (opacity  somewhere between 0 and 100%).&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Second limitation is size: there is a maximum brush size possible.  From Photoshop 7.0 on it&#39;s 2500 px x 2500 px (and 999 px for earlier  versions). The larger the brush is created the better, so we strongly  encourage you to create large brushes (ideally about 2500 px x 2500 px).  The reason is you can’t increase the diameter of your brush beyond its  original size without blurring.&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;/li&gt;&lt;br /&gt;&lt;/ul&gt;There are plenty of ways to create a brush. You may start from a scanned image, a vector graphics,&lt;br /&gt;a raster graphics or a photo. &lt;br /&gt;We will guide you through a process of creating a sample brush in Adobe Photoshop CS4 from&lt;br /&gt;a scanned ink stroke.&lt;br /&gt;&lt;b&gt;Step 1&lt;/b&gt;&lt;br /&gt;Create a black ink stroke on a white paper and scan it. 		The optimum scan settings will vary depending on your scanner quality. Here, we set the resolution to 200 dpi.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Stroke Scan&quot; height=&quot;674&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/scan-stroke.jpg&quot; width=&quot;488&quot; /&gt;&lt;/a&gt; 		&lt;b&gt;Step 2&lt;/b&gt;&lt;br /&gt;Open your scan file in Photoshop and change the color mode to 8-bit Grayscale (Image &amp;gt; Mode).&lt;br /&gt;&lt;b&gt;Step 3 &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;(photoshop updaters)&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;You need some time to clean the image. With your bare eye it may  look ok but it’s important to always make sure that there are no  artifacts.  Great tools to do that are (alternatively) levels and  threshold.  Open the Image &amp;gt; Adjustments &amp;gt; Levels panel and drag the left  slider in the Input Level panel right to the end &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Pohotoshop level panel&quot; height=&quot;449&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/levels1.jpg&quot; width=&quot;490&quot; /&gt;&lt;/a&gt; 		or open the Image &amp;gt; Adjustments &amp;gt; Threshold panel and drag the slider right to the end&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop threshold panel&quot; height=&quot;271&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/threshold1.jpg&quot; width=&quot;469&quot; /&gt;&lt;/a&gt; 		It may happen that the background turns grey (after levels adjustment)&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Background&quot; height=&quot;428&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/backgroundcolor.jpg&quot; width=&quot;620&quot; /&gt;&lt;/a&gt; 		or totally black (after threshold). That means the white background is not truly white. 		Note, in this step always choose ‘Cancel’ - we only want to identify possible artifacts.&lt;br /&gt;&lt;b&gt;Step 4&lt;/b&gt; (Fixing the background - if necessary)&lt;br /&gt;We will use Levels. &lt;br /&gt;&lt;br /&gt;Drag the right slider in the Input Levels panel slightly left.  That turns the brightest pixels white. To check if the right slider is  moved enough, drag the left slider right to meet the right one. If the  background stays white, the right slider position is ok. Bring the left  one back to its origin. &lt;br /&gt;&lt;b&gt;Step 5&lt;/b&gt; (Further cleaning - if necessary)&lt;br /&gt;Once the background is fixed repeat Step 3.  Now you can easily see plenty of very tiny ink stains all around our  stroke. Some of them may add some character to you brush, but we want to  get rid of the majority of them.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;level&quot; height=&quot;428&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/levelstains.jpg&quot; width=&quot;620&quot; /&gt;&lt;/a&gt; 		There is a trick how to do that effectively and easily. 		Create a white background layer. Duplicate your stroke layer and turn  its visibility off. Apply levels or threshold adjustment as you did  before to the stroke copy layer but this time hit the OK button. Now,  create a mask and start to paint over all unwanted stains with a black  brush. &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop trick 1&quot; height=&quot;185&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/trick1.jpg&quot; width=&quot;214&quot; /&gt;&lt;/a&gt; 		Once all of the stains are masked, drag the mask to the stroke layer, turn it  on and delete the copy.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop trick 2&quot; height=&quot;152&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/trick2.jpg&quot; width=&quot;214&quot; /&gt;&lt;/a&gt; 		&lt;b&gt;Step 6&lt;/b&gt;&lt;br /&gt;Your stroke is now clean, you can adjust it a bit, again using  Image &amp;gt; Adjustments &amp;gt; Levels (or Brightness/Contrast, Exposure,  Curves, Threshold). Hit OK once you get an appearance you are satisfied  with&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Level final&quot; height=&quot;449&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/levels_final.jpg&quot; width=&quot;490&quot; /&gt;&lt;/a&gt; 		&lt;b&gt;Step 7&lt;/b&gt;&lt;br /&gt;Now, with a stroke ready to be turned into a brush&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Stroke final&quot; height=&quot;674&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/stroke_final.jpg&quot; width=&quot;488&quot; /&gt;&lt;/a&gt; 		go to Edit &amp;gt; Create  Brush Preset. Choose a name for your brush and hit OK.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Create brush preset&quot; height=&quot;188&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/define_tut_stroke.jpg&quot; width=&quot;656&quot; /&gt;&lt;/a&gt; 		A new brush is created. You did not have to select your image since  Photoshop recognizes all pixels that are not white and include them  into a new brush area. However, if you select a portion of your image,  only the selection will be turned into a brush. &lt;br /&gt;Test your brush and enjoy!&lt;br /&gt;What next? If you want to export your brushes (eg. send them to  myPhotoshopBrushes.com) go to  Edit &amp;gt; Preset Manager, choose Brushes  as the Preset Type and select all your new brushes holding the Shift  key. Pressing the Save Set button saves the whole pack as an .abr file. &lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Brush preset manager&quot; height=&quot;498&quot; src=&quot;http://myphotoshopbrushes.com/_images/tutorial/brush_presets.jpg&quot; width=&quot;691&quot; /&gt;&lt;/a&gt; 		If you decide to share your (own!) brushes with us, please &lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/master-special-finishes-in-photoshop.html&quot;&gt;send us&lt;/a&gt; a link to your site and/or a zipped .abr file as well as a terms of use info (required) and a 300 px x 300 px preview.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;TO&lt;b&gt; get daily updates about photoshop updates send mail to photoshopupdats@gmail.com&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;SR:MPB&lt;/span&gt;&lt;b&gt; &lt;/b&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/3376674304355417858/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop_5791.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/3376674304355417858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/3376674304355417858'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop_5791.html' title='How to create and define Photoshop Brushes in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-6708311066343369484</id><published>2011-09-02T21:19:00.006-07:00</published><updated>2011-09-08T01:19:34.103-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="CS3"/><title type='text'>How to install Brushes in Adobe Photoshop CS3 in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;If you&#39;ve downloaded the .abr file and don&#39;t know what to do next, read this tutorial.&lt;b&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;photoshop updaters&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt; 	  &lt;/b&gt;&lt;br /&gt;&lt;ol&gt;&lt;li&gt;Put the .abr file you&#39;ve downloaded into the folder &lt;i class=&quot;path&quot;&gt;/Users/{username}/Library/Application Support/Adobe/Adobe Photoshop CS3/Presets/Brushes&lt;/i&gt; (on mac OS X) or &lt;i class=&quot;path&quot;&gt;C:\Program Files\Adobe\Photoshop\Presets\Brushes&lt;/i&gt; (on Windows) .&lt;/li&gt;&lt;br /&gt;&lt;li&gt;Then open your Adobe Photoshop, active brush tool, go to option palette and click on to open the brush preset picker&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;b&gt;.photoshop updaters&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;br /&gt;&lt;/ol&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;img alt=&quot;install brushes tutorial screenshot&quot; height=&quot;111&quot; src=&quot;http://myphotoshopbrushes.com/_images/install-brushes_01.jpg&quot; width=&quot;402&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Then click on little triangel in the right upper corner.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;img alt=&quot;install brushes tutorial screenshot&quot; height=&quot;319&quot; src=&quot;http://myphotoshopbrushes.com/_images/install-brushes_02.png&quot; width=&quot;255&quot; /&gt;&lt;/a&gt;       Next on the list you choose &#39;Load Brushes&#39;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/09/how-to-create-and-define-photoshop.html&quot;&gt;&lt;img alt=&quot;install brushes tutorial screenshot&quot; height=&quot;490&quot; src=&quot;http://myphotoshopbrushes.com/_images/install-brushes_03.png&quot; width=&quot;392&quot; /&gt;&lt;/a&gt;&lt;br /&gt;In the dialog box choose the .abr file you want to load and your  new brushes appear in the Brush palette and are just ready to use.photoshop updaters&lt;br /&gt;&lt;br /&gt;TO&lt;b&gt; get daily updates about photoshop updates send mail to photoshopupdats@gmail.com&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;SR:MPB&lt;/span&gt; &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/6708311066343369484/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe_6936.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6708311066343369484'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6708311066343369484'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/how-to-install-brushes-in-adobe_6936.html' title='How to install Brushes in Adobe Photoshop CS3 in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-6263078146678012810</id><published>2011-09-02T04:20:00.003-07:00</published><updated>2011-09-08T01:27:00.624-07:00</updated><title type='text'>Create A Glowing Extreme Wallpaper in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft size-full wp-image-3421&quot; height=&quot;160&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2009/01/glowingwallpaper.jpg&quot; title=&quot;glowingwallpaper&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;In this tutorial, we’ll create a &lt;b&gt;complex glowing wallpaper&lt;/b&gt; using Photoshop.&lt;br /&gt;We’ll be using &lt;b&gt;custom brushes,&lt;/b&gt; several &lt;b&gt;blending modes,&lt;/b&gt; &lt;b&gt;lightning techniques,&lt;/b&gt; and &lt;b&gt;blurs&lt;/b&gt;.&lt;br /&gt;The  tutorial was created using free resources, so you can easily recreate  it by following step-by-step. To make it easy for everyone, we have  included the &lt;b&gt;PSD source file&lt;/b&gt; at the very end of the tutorial which should be great to use for quick reference.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;Go ahead and try it out and post your examples in the comments area.&lt;br /&gt;Here’s a preview of the final image….&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-498&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-final.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 1&lt;/h2&gt;Create  a new Photoshop document RGB, 1400 x 900 px. Fill the background with  black. Then create a new layer, name it “BG” or something like that and  fill it with a Radial Gradient (#55015F – #000000). From the center to  one of the sides, as it shows in the images below.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-469&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-1.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 2&lt;/h2&gt;Select “BG” layer, then go to Filter &amp;gt; Distort &amp;gt; Twirl and set the twirl value to 250º. Hit OK and see how it looks.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-2.jpg&quot; /&gt;&lt;br /&gt;&lt;h2&gt;Step 3&lt;/h2&gt;Now paste the main image, you can use any picture. This time I’ll paste this image of a roller guy jumping. As I’m very creative the layer’s name will be “Roller guy”.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-3.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 4&lt;/h2&gt;Now  extract the guy’s shape, go to Channels, hide everything except the  Blue channel then using the magic wand select the white background.  Click on RGB layer on the Channels palette, then go to the Layers view  again. Feather (and expand) your selection a few pixels and delete it.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-4.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 5&lt;/h2&gt;Now  rotate and move the guy just a little bit to the left. Then go to  Images &amp;gt; Adjustments &amp;gt; Curves and set the values below to decrease  the output levels. See the image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-5.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 6&lt;/h2&gt;Next,  duplicate the “Roller guy” layer, place the copy above the original on  the Layers palette. Apply to the copy a Color Overlay (#9D0DAD) and set  the Blending Mode value to Hue.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-6.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 7&lt;/h2&gt;Merge  the “Roller guy copy” layer with a new blank layer. Then go to Layer  &amp;gt; Layer mask &amp;gt; Reveal all and using a soft black brush, paint on  the layer mask to hide the face, hands and pants. You should have  something that looks like the bottom of the image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-7.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 8&lt;/h2&gt;Merge  the “Roller guy” and “Roller guy copy” layers and name it just “Guy”  (I’m putting those layers in a folder, duplicate and merge the folder).  Now Dodge and Burn some areas of the “Guy” layer.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-8.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 9&lt;/h2&gt;Duplicate  the “Guy” layer, convert “Guy copy” into a Smart Object. Next select  the Smart Object, go to Filter &amp;gt; Blur &amp;gt; Radial blur, set Zoom as  blur method and Best Quality and apply the same filter three times (Hit  Command – Control + F to re-apply the filter once again). Finally,  change “Guy copy” Blending mode to Linear Dodge (Add).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-9.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 10&lt;/h2&gt;Duplicate  the “Guy” layer one more time, convert the copy into a Smart Object and  apply the Radial Blur filter, but this time, move the Blur center a  little bit to the left. Re-apply the filter a few times, move the “Guy  copy 2″ layer above everything else on layers palette, then change its  blending mode to Linear Dodge (Add).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-10.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 11&lt;/h2&gt;Now download this brush set. And paint one single shape into a new layer called “Brush1″. Use this color (#E700FF).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-11.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 12&lt;/h2&gt;Add  to the “Brush1″ layer a gradient overlay using the colors shown below.  Then put the “Brush 1″ layer above the “BG” layer on layers palette.  Finally add an Outer Glow filter.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-12.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 13&lt;/h2&gt;Now  add a new light above the guy, use the brush shown below and use this  color (#E700FF). Also add an Outer glow and change layer’s Blending Mode  to Screen.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-13.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Add two more lightening brushes with the same layer effect of previous step.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-14.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 15&lt;/h2&gt;Following  select “Guy”, “Guy copy” and “Guy copy 2″ and put them into a folder  named “Flying Guy”, merge the folder, duplicate the layer and put it  behind the original. Select Flying Guy copy and go to Edit &amp;gt; Free  Transform, then reduce and rotate the guy just a little bit. Repeat that  step as many times as you want.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-15.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 16&lt;/h2&gt;Now  hide for a while all the guys layers, show the smaller one and apply a  Layer Mask and fill it with a Radial Gradient Black – White. Repeat this  with every single copy of the flying guy.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-16.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 17&lt;/h2&gt;Now  we’re going to add a complex diffuse glow to make our design brighter.  Change the Blending Mode to Dissolve on each Flying guy’s copy. Then  down the Opacity of the copies to 75%, 70%, 65%, 60% respectively.  Finally merge all the copies into one layer named “Flying guy copy” and  put it above the “Flying Guy” layer or folder.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-17.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 18&lt;/h2&gt;Next,  apply to the “Flying Guy copy” layer a Layer mask &amp;gt; Reveal all, then  using a soft black brush, paint on a layer mask to hide some areas of  the diffused glow.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-18.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 19&lt;/h2&gt;Hide  the Diffuse layer for the moment. Now as a quick fix, to improve the  lighting sensation, adjust the Hue / Saturation of the background “Brush  1″ layer. Also add a white light behind the Flying guy using one of these brushes.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-19.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 20&lt;/h2&gt;To  finish the diffuse glow effect, show the “Flying Guy copy” layer, add  an Outer Glow (use the values shown below). Then goto Filter &amp;gt; Blur  &amp;gt; Gausian Blur, set 7,2 as blur radius and hit OK.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-20.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 21&lt;/h2&gt;Now  type some text somewhere on your design, I’m using Kozuka Gothic Pro  typeface (#F3B1FB), then add an Outer Glow effect to the text layer.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-21.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 22&lt;/h2&gt;Finally use this brush set to add some white sparkles.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-22.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Final result&lt;/h2&gt;And that’s it! a simple and quick way to create a glowing conceptual wallpaper!.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-498&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-final.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/tutorial.zip&quot; rel=&quot;nofollow&quot;&gt;Download the .PSD source file &lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;i&gt;Written exclusively for WDD by Alvaro Guzman&lt;/i&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;Have  you tried the tutorial? Feel free to leave links to examples created  using this as well as any feedback that you may have. Thanks…&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;sr:wddp &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/6263078146678012810/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in_8759.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6263078146678012810'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6263078146678012810'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in_8759.html' title='Create A Glowing Extreme Wallpaper in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-4656302895328038518</id><published>2011-09-02T04:20:00.002-07:00</published><updated>2011-09-08T01:19:34.202-07:00</updated><title type='text'>Create A Glowing Extreme Wallpaper in Photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft size-full wp-image-3421&quot; height=&quot;160&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2009/01/glowingwallpaper.jpg&quot; title=&quot;glowingwallpaper&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;In this tutorial, we’ll create a &lt;b&gt;complex glowing wallpaper&lt;/b&gt; using Photoshop.&lt;br /&gt;We’ll be using &lt;b&gt;custom brushes,&lt;/b&gt; several &lt;b&gt;blending modes,&lt;/b&gt; &lt;b&gt;lightning techniques,&lt;/b&gt; and &lt;b&gt;blurs&lt;/b&gt;.&lt;br /&gt;The  tutorial was created using free resources, so you can easily recreate  it by following step-by-step. To make it easy for everyone, we have  included the &lt;b&gt;PSD source file&lt;/b&gt; at the very end of the tutorial which should be great to use for quick reference.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;Go ahead and try it out and post your examples in the comments area.&lt;br /&gt;Here’s a preview of the final image….&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-498&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-final.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 1&lt;/h2&gt;Create  a new Photoshop document RGB, 1400 x 900 px. Fill the background with  black. Then create a new layer, name it “BG” or something like that and  fill it with a Radial Gradient (#55015F – #000000). From the center to  one of the sides, as it shows in the images below.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-469&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-1.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 2&lt;/h2&gt;Select “BG” layer, then go to Filter &amp;gt; Distort &amp;gt; Twirl and set the twirl value to 250º. Hit OK and see how it looks.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-2.jpg&quot; /&gt;&lt;br /&gt;&lt;h2&gt;Step 3&lt;/h2&gt;Now paste the main image, you can use any picture. This time I’ll paste this image of a roller guy jumping. As I’m very creative the layer’s name will be “Roller guy”.&lt;b&gt;Photoshop updates&lt;/b&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-3.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 4&lt;/h2&gt;Now  extract the guy’s shape, go to Channels, hide everything except the  Blue channel then using the magic wand select the white background.  Click on RGB layer on the Channels palette, then go to the Layers view  again. Feather (and expand) your selection a few pixels and delete it.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-4.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 5&lt;/h2&gt;Now  rotate and move the guy just a little bit to the left. Then go to  Images &amp;gt; Adjustments &amp;gt; Curves and set the values below to decrease  the output levels. See the image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-5.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 6&lt;/h2&gt;Next,  duplicate the “Roller guy” layer, place the copy above the original on  the Layers palette. Apply to the copy a Color Overlay (#9D0DAD) and set  the Blending Mode value to Hue.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-6.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 7&lt;/h2&gt;Merge  the “Roller guy copy” layer with a new blank layer. Then go to Layer  &amp;gt; Layer mask &amp;gt; Reveal all and using a soft black brush, paint on  the layer mask to hide the face, hands and pants. You should have  something that looks like the bottom of the image below.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-7.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 8&lt;/h2&gt;Merge  the “Roller guy” and “Roller guy copy” layers and name it just “Guy”  (I’m putting those layers in a folder, duplicate and merge the folder).  Now Dodge and Burn some areas of the “Guy” layer.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-8.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 9&lt;/h2&gt;Duplicate  the “Guy” layer, convert “Guy copy” into a Smart Object. Next select  the Smart Object, go to Filter &amp;gt; Blur &amp;gt; Radial blur, set Zoom as  blur method and Best Quality and apply the same filter three times (Hit  Command – Control + F to re-apply the filter once again). Finally,  change “Guy copy” Blending mode to Linear Dodge (Add).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-9.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 10&lt;/h2&gt;Duplicate  the “Guy” layer one more time, convert the copy into a Smart Object and  apply the Radial Blur filter, but this time, move the Blur center a  little bit to the left. Re-apply the filter a few times, move the “Guy  copy 2″ layer above everything else on layers palette, then change its  blending mode to Linear Dodge (Add).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-10.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 11&lt;/h2&gt;Now download this brush set. And paint one single shape into a new layer called “Brush1″. Use this color (#E700FF).&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-11.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 12&lt;/h2&gt;Add  to the “Brush1″ layer a gradient overlay using the colors shown below.  Then put the “Brush 1″ layer above the “BG” layer on layers palette.  Finally add an Outer Glow filter.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-12.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 13&lt;/h2&gt;Now  add a new light above the guy, use the brush shown below and use this  color (#E700FF). Also add an Outer glow and change layer’s Blending Mode  to Screen.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-13.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h3&gt;Step 14&lt;/h3&gt;Add two more lightening brushes with the same layer effect of previous step.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-14.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 15&lt;/h2&gt;Following  select “Guy”, “Guy copy” and “Guy copy 2″ and put them into a folder  named “Flying Guy”, merge the folder, duplicate the layer and put it  behind the original. Select Flying Guy copy and go to Edit &amp;gt; Free  Transform, then reduce and rotate the guy just a little bit. Repeat that  step as many times as you want.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-15.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 16&lt;/h2&gt;Now  hide for a while all the guys layers, show the smaller one and apply a  Layer Mask and fill it with a Radial Gradient Black – White. Repeat this  with every single copy of the flying guy.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-16.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 17&lt;/h2&gt;Now  we’re going to add a complex diffuse glow to make our design brighter.  Change the Blending Mode to Dissolve on each Flying guy’s copy. Then  down the Opacity of the copies to 75%, 70%, 65%, 60% respectively.  Finally merge all the copies into one layer named “Flying guy copy” and  put it above the “Flying Guy” layer or folder.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-17.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 18&lt;/h2&gt;Next,  apply to the “Flying Guy copy” layer a Layer mask &amp;gt; Reveal all, then  using a soft black brush, paint on a layer mask to hide some areas of  the diffused glow.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-18.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 19&lt;/h2&gt;Hide  the Diffuse layer for the moment. Now as a quick fix, to improve the  lighting sensation, adjust the Hue / Saturation of the background “Brush  1″ layer. Also add a white light behind the Flying guy using one of these brushes.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-19.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 20&lt;/h2&gt;To  finish the diffuse glow effect, show the “Flying Guy copy” layer, add  an Outer Glow (use the values shown below). Then goto Filter &amp;gt; Blur  &amp;gt; Gausian Blur, set 7,2 as blur radius and hit OK.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-20.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 21&lt;/h2&gt;Now  type some text somewhere on your design, I’m using Kozuka Gothic Pro  typeface (#F3B1FB), then add an Outer Glow effect to the text layer.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-21.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Step 22&lt;/h2&gt;Finally use this brush set to add some white sparkles.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-470&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-22.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;h2&gt;Final result&lt;/h2&gt;And that’s it! a simple and quick way to create a glowing conceptual wallpaper!.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in.html&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignnone size-full wp-image-498&quot; src=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/roller-final.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://netdna.webdesignerdepot.com/uploads/2008/12/tutorial.zip&quot; rel=&quot;nofollow&quot;&gt;Download the .PSD source file &lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;i&gt;Written exclusively for WDD by Alvaro Guzman&lt;/i&gt;&lt;br /&gt;&lt;b&gt;&lt;i&gt;Have  you tried the tutorial? Feel free to leave links to examples created  using this as well as any feedback that you may have. Thanks…&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;sr:wddp &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/4656302895328038518/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in_7686.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/4656302895328038518'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/4656302895328038518'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/09/create-glowing-extreme-wallpaper-in_7686.html' title='Create A Glowing Extreme Wallpaper in Photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7781257157449614352.post-6424425729043518835</id><published>2011-08-31T20:58:00.003-07:00</published><updated>2011-09-08T01:27:00.673-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="photoshop updates"/><title type='text'>Photoshop Elements: Colorizing a Photo in photoshop updates</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; class=&quot;alignright&quot; height=&quot;400&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-original.jpg&quot; width=&quot;266&quot; /&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; class=&quot;alignright&quot; height=&quot;400&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo.jpg&quot; width=&quot;266&quot; /&gt;&lt;/a&gt;There  are different ways to colorize a photo; that is, to add color to  isolated areas of a black and white or sepia toned image and over the  coming weeks I’ll show you how to do this in various ways. This tutorial  however shows you how to remove the color from a colored photo, and  then colorize an area of that photo. This is a great technique for  highlighting areas of a photo or adding an “old world” feel to your  photo.&lt;br /&gt;&lt;em&gt;&lt;strong&gt;Note:&lt;/strong&gt; This tutorial is for Photoshop Elements 6 but the steps are probably similar in other versions. &lt;/em&gt;&lt;br /&gt;&lt;strong&gt;1.&lt;/strong&gt; The first step is to &lt;a href=&quot;http://mrg.bz/DcXM94&quot;&gt;&lt;strong&gt;download the image&lt;/strong&gt;&lt;/a&gt; and then open the photo in Photoshop Elements.&lt;br /&gt;&lt;strong&gt;2. &lt;/strong&gt;Duplicate the image. Right click on the layer in the &lt;strong&gt;Layer Pallette&lt;/strong&gt; and select &lt;strong&gt;Duplicate Layer&lt;/strong&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-01.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Click &lt;strong&gt;ok&lt;/strong&gt;. You should now have two layers with the same image.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-02.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;3.&lt;/strong&gt; Click on the copied layer in the &lt;strong&gt;Layers Palette&lt;/strong&gt; which is the one on top of the original, to select and highlight it.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-04.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;4.&lt;/strong&gt; Now you need to remove the color from the photo. You can do this in a number of ways. From the Main Menu, select &lt;strong&gt;Enhance&lt;/strong&gt;, then &lt;strong&gt;Convert to Black and White&lt;/strong&gt;, which turns the image into a black and white image. Or my favorite, select &lt;strong&gt;Photographic Effects&lt;/strong&gt; from the &lt;strong&gt;Effects Pallette&lt;/strong&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-03.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;5.&lt;/strong&gt; Double click on the &lt;strong&gt;Sepia Tone&lt;/strong&gt; in the &lt;strong&gt;Effects Palette&lt;/strong&gt;.  This will change the color of the image in the top layer to sepia  tones. Alternatively you could select any of the colors in the  Photographic Effects by double clicking the color.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-05.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;6.&lt;/strong&gt; Select the &lt;strong&gt;Eraser Tool&lt;/strong&gt;&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-09.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;7.&lt;/strong&gt; Select &lt;strong&gt;Basic Brushes&lt;/strong&gt; from the Brushes Drop Down Menu …&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-10.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;… and select size 60. You may need to adjust this size if you have resized your image.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-11.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;8.&lt;/strong&gt; Zoom in close to the image so you can easily see  what you’re doing and begin erasing the areas where you want the color  to show through. In this demonstration I’m colorizing the main flower  and leaving the background in sepia tones.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-12.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;You may need to zoom in a little closer and reduce the size of your eraser if you’re erasing small areas.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-13.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;You can also remove areas using the &lt;strong&gt;Selection Brush Too&lt;/strong&gt;l, &lt;strong&gt;Quick Selection Tool&lt;/strong&gt; or the &lt;strong&gt;Magic Wand Tool&lt;/strong&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-14.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;9. &lt;/strong&gt; Once you’ve finished colorizing, you can reduce  the intensity of the color by selecting the bottom layer in the Layers  Palette and adjusting the opacity slider until you’re happy with the  depth of color.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-15.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;strong&gt;10.&lt;/strong&gt; Once you’re happy with your results, flatten the  image by merging the two layers together. Right click on the top layer  and select &lt;strong&gt;Flatten Image&lt;/strong&gt;.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-15.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;This combines both layers into one. Then save your file.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-16.jpg&quot; /&gt;&lt;/a&gt;&lt;br /&gt;How very easy was that? And look how beautiful the little flower is.&lt;br /&gt;&lt;a href=&quot;http://photoshopupdates.blogspot.com/2011/08/how-to-change-hair-color-in-photoshop.html&quot;&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; class=&quot;alignleft&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo-original.jpg&quot; width=&quot;250&quot; /&gt;&lt;img alt=&quot;Photoshop Elements Tutorial - Colorize&quot; class=&quot;alignleft&quot; src=&quot;http://www.linda-matthews.com/uploads/images-on-fabric/photoshop/photoshop-elements-colorize-photo.jpg&quot; width=&quot;250&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;sr:i-m&lt;br /&gt;&lt;span id=&quot;more-324&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;div id=&quot;bottomcontainerBox&quot;&gt; 			&lt;div style=&quot;float: left; height: 30px; margin: 4px 4px 4px 4px; padding-right: 10px; width: 85px;&quot;&gt; 			&lt;/div&gt;&lt;div style=&quot;float: left; height: 30px; margin: 4px 4px 4px 4px; padding-right: 10px; width: 85px;&quot;&gt; 			 			&lt;/div&gt;&lt;div style=&quot;float: left; height: 30px; margin: 4px 4px 4px 4px; padding-right: 10px; width: 85px;&quot;&gt; 			 			&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://adobephotoshopupdates.blogspot.com/feeds/6424425729043518835/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in_3035.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6424425729043518835'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7781257157449614352/posts/default/6424425729043518835'/><link rel='alternate' type='text/html' href='http://adobephotoshopupdates.blogspot.com/2011/08/photoshop-elements-colorizing-photo-in_3035.html' title='Photoshop Elements: Colorizing a Photo in photoshop updates'/><author><name>Vaibhav</name><uri>http://www.blogger.com/profile/04664480850142983535</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry></feed>