<?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-7731668478339111610</id><updated>2026-03-08T00:24:04.613-08:00</updated><category term="MSP430"/><category term="sidenote"/><category term="OpenGL"/><category term="videos"/><category term="Parallel programming"/><category term="hello world"/><category term="C"/><category term="Java"/><category term="MPI"/><category term="Sort"/><category term="article"/><category term="blogs"/><category term="fun facts"/><category term="labs"/><category term="locks"/><category term="pthreads"/><category term="technology"/><category term="tutorial"/><title type='text'>LaunchingPad</title><subtitle type='html'>Follow me on a journey through the code! Hope you enjoy whatever is currently holding my attention and maybe you can even learn something along the way. Everything from micro board programming on the MSP340 to openGL programming for the iPhone.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>29</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-7196288903045214698</id><published>2011-12-29T20:43:00.000-08:00</published><updated>2011-12-29T20:43:37.166-08:00</updated><title type='text'>Give JavaScript another look</title><content type='html'>So recently I&#39;ve been working with JavaScript, which I have little experience in.Mostly I just go ahead Google &quot;thing I need to do&quot; + JavaScript.&lt;br /&gt;
&lt;br /&gt;
I&#39;ve decided to change that and really learn a bit about the language. I was surprised to find that JavaScript is a fully object oriented language and is hands down the best language out there to do anything on a web browser that needs user input and to provide a smooth experience (i.e. Ajax etc)&lt;br /&gt;
&lt;br /&gt;
Also the &lt;a href=&quot;https://developer.mozilla.org/en-US/&quot;&gt;Mozilla Dev Center&lt;/a&gt; is a great resource for JavaScript (and a few other web related languages)&lt;br /&gt;
&lt;br /&gt;
So if you haven&#39;t already, give JavaScript another look.</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/7196288903045214698/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/12/give-javascript-another-look.html#comment-form' title='2 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/7196288903045214698'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/7196288903045214698'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/12/give-javascript-another-look.html' title='Give JavaScript another look'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-3869032119733052184</id><published>2011-10-29T23:59:00.000-07:00</published><updated>2011-10-29T23:59:23.064-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="OpenGL"/><category scheme="http://www.blogger.com/atom/ns#" term="tutorial"/><title type='text'>Let&#39;s play with OpenGL! Part 1</title><content type='html'>So yes yes I&#39;m back after a small hiatus, but I&#39;m back starting over fresh.&lt;br /&gt;
&lt;br /&gt;
So let&#39;s talk about OpenGL!&lt;br /&gt;
&lt;br /&gt;
First off what is OpenGL? OpenGL is a graphics library used to interface with your video card to issue commands to it. It might not looking it but Pong and Arkham City, Battlefield 3 and Modern Warfare all have one thing in common. They simply get graphics cards to draw a bunch of pixels on screen and add a color to them.&lt;br /&gt;
&lt;br /&gt;
So OpenGL allows us to interface with the video card to draw pixels so we don&#39;t have to play with low level memory access or commands each time we want to do it. It allows us easy human readable commands to make the pixels on the screen do what we want.&lt;br /&gt;
&lt;br /&gt;
DirectX is another popular graphics library that does the same thing as well, and is more popular than OpenGL as of right now, but don&#39;t be fooled; OpenGL is every bit just as powerful as DirectX. The reasons behind its lack of popularity are all in the politics that software companies play, but that&#39;s for another post.&lt;br /&gt;
&lt;br /&gt;
Next up: Getting OpenGL installed and setting up your work environment!</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/3869032119733052184/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/10/lets-play-with-opengl-part-1.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3869032119733052184'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3869032119733052184'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/10/lets-play-with-opengl-part-1.html' title='Let&#39;s play with OpenGL! Part 1'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-2271596132243453720</id><published>2011-08-17T18:00:00.000-07:00</published><updated>2011-08-17T18:00:32.027-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="sidenote"/><title type='text'>Worry not I&#39;m still here</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;I just started enjoying summer a bit more...you know...going outside. I&#39;ve been indoors doing geek things most of the summer and now that its nearly done I just need to get outdoors some more. You know biking, rock climbing etc.&lt;br /&gt;
&lt;br /&gt;
Did anyone else go to Otakon by chance? What are your thoughts of the con this year? Personally I thought the panels were a bit stale...same old same old from years gone by. Nowadays I go to the same panels every year with nothing new grabbing my interests. Maybe I&#39;m just getting too old for an anime convention.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/2271596132243453720/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/08/worry-not-im-still-here.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/2271596132243453720'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/2271596132243453720'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/08/worry-not-im-still-here.html' title='Worry not I&#39;m still here'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-6905212572731182548</id><published>2011-07-19T18:48:00.000-07:00</published><updated>2011-07-19T18:48:51.074-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="blogs"/><category scheme="http://www.blogger.com/atom/ns#" term="sidenote"/><title type='text'>Sidenote: Programming blogs</title><content type='html'>Anyone else just love reading programming blogs? Recently I&#39;ve take up reading a few programming blogs quite a bit at home (and at work too :P)&lt;br /&gt;
&lt;br /&gt;
Its very enthralling to read older posts from high level bloggers from high tech companies. Some of my favorites are:&lt;br /&gt;
&lt;br /&gt;
&lt;ul&gt;&lt;li&gt;&lt;a href=&quot;http://blogs.msdn.com/b/oldnewthing/&quot;&gt;The Old New Thing&lt;/a&gt; by Raymond Chen always gives good insight into how microsoft works and how we&#39;ve come up with the product we all know and love / hate.&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.blogger.com/&quot;&gt;Coding Horror &lt;/a&gt;by Jeff Atwood speaks about the lots of meta-programming stuff, stuff about comptuers that programmers are likely to be interested in, sometimes tips he posts tips on design too.&lt;/li&gt;
&lt;li&gt;&lt;a href=&quot;http://www.blogger.com/&quot;&gt;Joel On Software&lt;/a&gt; by Joel Spolsky speaks alot about management of programmers, everything from how to hire, sell your product and how to treat programmers at work.&lt;/li&gt;
&lt;/ul&gt;These are my favorite 3 as they are all light and easy reading, but with lots of thought provoking information. Everytime I visit each of their blogs I end up learning something.&lt;br /&gt;
&lt;br /&gt;
Do you have any favorite programming / tech blogs?</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/6905212572731182548/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/07/sidenote-programming-blogs.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6905212572731182548'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6905212572731182548'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/07/sidenote-programming-blogs.html' title='Sidenote: Programming blogs'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-3707522237264125160</id><published>2011-06-29T17:24:00.000-07:00</published><updated>2011-06-29T17:24:48.932-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="OpenGL"/><title type='text'>Pushing and Poppin&#39;</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;In OpenGL when you apply any type of transformation or apply any type of texture or property, it is applied globally to everything else below it.&lt;br /&gt;
&lt;br /&gt;
So if I were to do this:&lt;br /&gt;
&lt;br /&gt;
for(int i = 0; i &amp;lt; 5; i++)&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp; glColor3f(1.0,0.0,0.0) ;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; glTranslatef(i*3,0.0,0.0);&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; glutSolidTetrahedron (); // TETRAHEDRONS!!&lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
We would expect to see 5 evenly spaced tetrahedrons(think pyramids) right? Of course since I&#39;m asking you would expect its wrong, so I know you wouldn&#39;t whip out your visa and bet with me.&lt;br /&gt;
&lt;br /&gt;
See the translation is applied to the entire world and it persists. Therefore instead of this:&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;font-family: Verdana,sans-serif;&quot;&gt;&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;^&amp;nbsp;&amp;nbsp; ^&amp;nbsp;&amp;nbsp; ^&amp;nbsp;&amp;nbsp; ^&amp;nbsp;&amp;nbsp; ^&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;
You end up with this&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;span style=&quot;font-family: Verdana,sans-serif;&quot;&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; ^&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
How do we solve this? Simple you push and then pop before you make the translation! By pushing into a sort of matrix buffer you tell the compiler : Only apply the changes to things inside this matrix, nothing else. So if you do this instead:&lt;br /&gt;
&lt;br /&gt;
for(int i = 0; i &amp;lt; 5; i++)&lt;br /&gt;
{&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp; &amp;nbsp;&amp;nbsp; glColor3f(1.0,0.0,0.0) ;&lt;br /&gt;
&lt;b&gt;glPushMatrix();&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; glTranslatef(i*3,0.0,0.0);&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; glutSolidTetrahedron (); // TETRAHEDRONS!!&lt;br /&gt;
&lt;b&gt;glPopMatrix();&lt;/b&gt; &lt;br /&gt;
}&lt;br /&gt;
&lt;br /&gt;
and with that you will get the expected result. &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/3707522237264125160/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/pushing-and-poppin.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3707522237264125160'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3707522237264125160'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/pushing-and-poppin.html' title='Pushing and Poppin&#39;'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-3742619491236335895</id><published>2011-06-22T18:40:00.000-07:00</published><updated>2011-06-22T18:40:13.587-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="OpenGL"/><title type='text'>OpenGL</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;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://i.imgur.com/1o6Wy.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://i.imgur.com/1o6Wy.png&quot; width=&quot;309&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://i.imgur.com/NHEcR.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://i.imgur.com/NHEcR.png&quot; width=&quot;309&quot; /&gt;&amp;nbsp;&lt;/a&gt;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;br /&gt;
So I&#39;ve been working on OpenGL on the iPhone, but I&#39;m still kinda learning Objective C and the iOS libraries so its a bit slow going. This week I started up messing around on OpenGL on a PC. The first pictures is from a projection view and the second is from an orthographic view. Gonna use open GL to work on a small project of mine in my spare time.&lt;br /&gt;
&lt;br /&gt;
I also know DirectX 10, but I just have more fun in OpenGL. I&#39;m thinking of taking it to the next level and buying the OpenGL SuperBible( The Blue Book) and learning shaders a bit better. (Shaders are hard!)&lt;br /&gt;
&lt;br /&gt;
No code samples today as I feel its rather basic and just a bunch of setup stuff unless you want to watch lots of arrays initialized like this:&lt;br /&gt;
&lt;br /&gt;
GLfloat cube[][3] = {{-1.0,-1.0,-1.0},{1.0,-1.0,-1.0},{1.0,-1.0,1.0},&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; {-1.0,-1.0,1.0},{-1.0,1.0,-1.0},{1.0,1.0,-1.0},&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; {1.0,1.0,1.0},{-1.0,1.0,1.0}};&lt;br /&gt;
&lt;br /&gt;
I thought so.&lt;br /&gt;
&lt;br /&gt;
&lt;iframe align=&quot;left&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://rcm.amazon.com/e/cm?t=laun02-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=0321712617&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr&quot; style=&quot;align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/3742619491236335895/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/opengl.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3742619491236335895'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3742619491236335895'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/opengl.html' title='OpenGL'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-2347621022745949445</id><published>2011-06-15T11:53:00.000-07:00</published><updated>2011-06-17T19:13:59.971-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Parallel programming"/><category scheme="http://www.blogger.com/atom/ns#" term="Sort"/><title type='text'>Sleep Sort</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Every so often a certain notorious image board (which shall not be named, lest it is summoned) pops out a gold nugget. I preset sleep sort:&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;com&quot; style=&quot;color: #880000;&quot;&gt;#!/bin/bash&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;kwd&quot; style=&quot;color: #000088;&quot;&gt;function&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;f&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;()&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;{&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; sleep&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;str&quot; style=&quot;color: #008800;&quot;&gt;&quot;$1&quot;&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; echo&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;str&quot; style=&quot;color: #008800;&quot;&gt;&quot;$1&quot;&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;}&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;kwd&quot; style=&quot;color: #000088;&quot;&gt;while&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;[&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;-&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;n&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;str&quot; style=&quot;color: #008800;&quot;&gt;&quot;$1&quot;&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;]&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;kwd&quot; style=&quot;color: #000088;&quot;&gt;do&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; f&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;str&quot; style=&quot;color: #008800;&quot;&gt;&quot;$1&quot;&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span class=&quot;Apple-converted-space&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;pun&quot; style=&quot;color: #666600;&quot;&gt;&amp;amp;&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; shift&lt;/span&gt;&lt;span class=&quot;kwd&quot; style=&quot;color: #000088;&quot;&gt;done&lt;/span&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
wait&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;It works like this: Imagine you had a room full of people and you each hand them a number between let say 1 and 100. Whatever number that person gets, they wait for that amount of time in minutes and then they write their number down on a white board.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;People with the highest numbers will wait for much longer times and people with small numbers will wait less. So the person who got 1, will only wait for one minute and write down their number, the person who got 2 has to wait longer than the person who got 1 to write their number and so on. There you have it sleep sort, instead of minutes it works in seconds.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;It&#39;s an interesting and new idea on sorting. The problem with it is that it has a terrible worst case and best case. It takes as long as the highest number to sort. So if you wanted to sort some numbers such as 1, 2, 3, 78943893 it would take &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;78943893 seconds to sort 4 numbers.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;This could be fixed by calling some kind of notify whenever a number was printed. This actually seems like a perfect application for a parallel processing. Have each thread sleep, but upon printing out a sorted value, notify all the threads which are still sleeping that they can proceed to process the next one in line with the least amount of sleep time remaining.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;What is more fascinating about this is the simplicity of it all. I doubt we&#39;ll see this taking over as the default sorting procedure but it is a very humorous and elegant piece of code. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;I&#39;ve whipped up some quick Java code which should re-create this bash script but haven&#39;t tested it. Later on I plan to see if I can write it up as a parallel program with the fixes I&#39;ve suggested.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: separate; color: black; font-family: &#39;Times New Roman&#39;; font-size: small; font-style: normal; font-variant: normal; font-weight: normal; letter-spacing: normal; line-height: normal; orphans: 2; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;font-family: monospace; text-align: left;&quot;&gt;&lt;span class=&quot;pln&quot;&gt;&lt;span style=&quot;color: magenta;&quot;&gt;public void&lt;/span&gt; f(&lt;span style=&quot;color: magenta;&quot;&gt;int &lt;/span&gt;s)&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; Thread.sleep(s);&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; system.out.println(s);&lt;br /&gt;
}&lt;br /&gt;
&lt;span style=&quot;color: magenta;&quot;&gt;public void&lt;/span&gt; main()&lt;br /&gt;
{&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; String sortMe = &quot;9 0 4 56 5 9 1 2 3 64 7 9&quot;;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; StringTokenizer t = &lt;span style=&quot;color: blue;&quot;&gt;new &lt;/span&gt;StringTokenizer(sortMe, &quot; &quot;);&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;while &lt;/span&gt;(t. hasMoreTokens())&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; f(t.nextElement());&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;br /&gt;
&lt;br /&gt;
}&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/2347621022745949445/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/sleep-sort.html#comment-form' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/2347621022745949445'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/2347621022745949445'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/sleep-sort.html' title='Sleep Sort'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-7558783138254679551</id><published>2011-06-08T19:19:00.000-07:00</published><updated>2011-06-09T21:08:38.167-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="sidenote"/><title type='text'>SideNote: Starcraft</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Same as previous post I&#39;ve been play starcraft too. More facts.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.onlinegraphicdesignschools.org/organization_files/2548/StarKraft-SK.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://www.onlinegraphicdesignschools.org/organization_files/2548/StarKraft-SK.jpg&quot; width=&quot;74&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: collapse; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;This graphic was designed by Lorena O&#39;Neal, you can check out more of&lt;br /&gt;
her work &lt;a href=&quot;http://www.onlinegraphicdesignschools.org/&quot;&gt;here&lt;/a&gt;&amp;nbsp;(http://www.onlinegraphicdesignschools.org/)&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;(Don&#39;t worry next post I go back to OpenGL...been procrastinating on it since its been so hot, and with no AC in my apartment its easier to play video games than it is to program...terrible excuse I know)&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/7558783138254679551/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/sidenote-starcraft.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/7558783138254679551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/7558783138254679551'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/sidenote-starcraft.html' title='SideNote: Starcraft'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-6104209784314383158</id><published>2011-06-08T19:17:00.000-07:00</published><updated>2011-06-09T21:07:49.157-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="sidenote"/><title type='text'>Side Note: WOW</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So I&#39;ve recently been play world of warcraft for the first time and its kinda of fun, but I think I&#39;ll be done with it once the 30 day trial is up.&lt;br /&gt;
Here are some interesting stats about it.&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;http://www.videogamedesigncolleges.org/organization_files/447/worldofwarcraft.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;320&quot; src=&quot;http://www.videogamedesigncolleges.org/organization_files/447/worldofwarcraft.png&quot; width=&quot;72&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span class=&quot;Apple-style-span&quot; style=&quot;border-collapse: collapse; font-family: arial, sans-serif; font-size: 13px;&quot;&gt;This graphic was designed by Lorena O&#39;Neal, you can&lt;br /&gt;
check out more of her work &lt;a href=&quot;http://videogamedesigncolleges.org/&quot;&gt;here&lt;/a&gt;&amp;nbsp;(http://videogamedesigncolleges.org/)&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/6104209784314383158/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/side-note-wow.html#comment-form' title='3 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6104209784314383158'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6104209784314383158'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/side-note-wow.html' title='Side Note: WOW'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-8573924757240315364</id><published>2011-06-01T16:19:00.000-07:00</published><updated>2011-06-01T22:05:36.946-07:00</updated><title type='text'>iPhone OpenGL ES</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So I already know how to program on the iPhone for the most part since I took on a small project for work for a few months.&lt;br /&gt;
&lt;br /&gt;
Today I decided to explore the functionality of the device a bit more by checking out OpenGL ES.&lt;br /&gt;
&lt;br /&gt;
About 2 years ago I did a course on OpenGL, but I quickly realized that I wouldn&#39;t be able to just copy paste my old code and expect it to work. Things are a bit different in the iPhone setup (and the fact that my old code is written in C, the iPhone uses &lt;strike&gt;C++&lt;/strike&gt;[oops I meant Objective-C])&lt;br /&gt;
&lt;br /&gt;
After a bit (read: a lot) of googling, I was able to get a basic setup done. Its a shame that the default one apple provides starts the application off with using shaders, which even for someone who took a class on this 2 years ago was a bit tough. In the end though I was able to get a triangle drawn and rotate it. Pictures? I do think so!&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWSGG_jUBmzcBvWzaKgfVRKUrAGIS7IPVfG7Mx0-D7lg-tSdagjPvSN2bSIhubNWnbnoKGX4jgMOb4-Z1dMtLvl-7ISCfVhKNTKidKh3bc2a-088M4B-gyF0ne1LqOEWEl2bmtrM-n1vZM/s1600/Screen+shot+2011-06-01+at+7.14.10+PM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;315&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWSGG_jUBmzcBvWzaKgfVRKUrAGIS7IPVfG7Mx0-D7lg-tSdagjPvSN2bSIhubNWnbnoKGX4jgMOb4-Z1dMtLvl-7ISCfVhKNTKidKh3bc2a-088M4B-gyF0ne1LqOEWEl2bmtrM-n1vZM/s320/Screen+shot+2011-06-01+at+7.14.10+PM.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Some of the code, there is more but these two functions are the heart of it all&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYBjgSGULB5mzSoaVYG0sGuUX3W_ZCsSZphCNE6sHt0LpBq-KRmdcdrHNpXgd5R4R6jFJQux1kU9bLlv-Z3rv-oG9pDD1qUHfhRVGAlIbk8MtKNd5Z6EnzFb8cvGBsnNazs_VSYDu4PLpY/s1600/Screen+shot+2011-06-01+at+7.16.47+PM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYBjgSGULB5mzSoaVYG0sGuUX3W_ZCsSZphCNE6sHt0LpBq-KRmdcdrHNpXgd5R4R6jFJQux1kU9bLlv-Z3rv-oG9pDD1qUHfhRVGAlIbk8MtKNd5Z6EnzFb8cvGBsnNazs_VSYDu4PLpY/s320/Screen+shot+2011-06-01+at+7.16.47+PM.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;The multicolored triangle&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn8KNbYDzH9Vimv5dcxX2Mqiym81EcDBVAM6F_BPdGLBL5QGilYmbvd5koLPw9yJeT4IbwlVT9FKxpLP_DPKDplRK8iRvtF9YSyQlReC6FwzAeUMaq_W_J6tlF01KAcMu1qVwX3A5EBoMd/s1600/Screen+shot+2011-06-01+at+7.16.56+PM.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhn8KNbYDzH9Vimv5dcxX2Mqiym81EcDBVAM6F_BPdGLBL5QGilYmbvd5koLPw9yJeT4IbwlVT9FKxpLP_DPKDplRK8iRvtF9YSyQlReC6FwzAeUMaq_W_J6tlF01KAcMu1qVwX3A5EBoMd/s320/Screen+shot+2011-06-01+at+7.16.56+PM.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;It&#39;s rotating*&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;*Note that &amp;nbsp;though in the last screenshot the triangle should have been rotating it rather looks like its just moving up. I&#39;m not 100% sure why this is, but I think it might have something to do with my view projections. I&#39;ll be working on this again tomorrow and trying to get some better results.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Also 100 + followers. Yay!&lt;br /&gt;
&lt;iframe align=&quot;left&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://rcm.amazon.com/e/cm?t=laun02-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=0596804822&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr&quot; style=&quot;align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/8573924757240315364/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/iphone-opengl-es.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/8573924757240315364'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/8573924757240315364'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/06/iphone-opengl-es.html' title='iPhone OpenGL ES'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgWSGG_jUBmzcBvWzaKgfVRKUrAGIS7IPVfG7Mx0-D7lg-tSdagjPvSN2bSIhubNWnbnoKGX4jgMOb4-Z1dMtLvl-7ISCfVhKNTKidKh3bc2a-088M4B-gyF0ne1LqOEWEl2bmtrM-n1vZM/s72-c/Screen+shot+2011-06-01+at+7.14.10+PM.png" height="72" width="72"/><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-4746827134324993850</id><published>2011-05-24T18:50:00.000-07:00</published><updated>2011-05-24T18:50:24.260-07:00</updated><title type='text'>Unmaintainable code</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;About to start up some Mac programming for the iPhone. Got my hands on a iMac mini, xCode and a developers license. Would rather do Android OS programming but sometimes you just deal with the cards that fall in your lap. &lt;br /&gt;
&lt;br /&gt;
On another note I really wanted to post to share this:&lt;br /&gt;
http://www.thc.org/root/phun/unmaintain.html&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Very long read but quite funny as well as enlightening:&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Found on &lt;a href=&quot;http://www.reddit.com/r/programming/&quot;&gt;reddit.com&lt;/a&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/4746827134324993850/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/unmaintainable-code.html#comment-form' title='11 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/4746827134324993850'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/4746827134324993850'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/unmaintainable-code.html' title='Unmaintainable code'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-4216097752773476079</id><published>2011-05-18T19:40:00.000-07:00</published><updated>2011-05-18T19:45:04.576-07:00</updated><title type='text'>Cellular Automata Forest Fire Model Continued</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So since the last post I&#39;ve been thinking about how to implement the forest fire simulation.&lt;br /&gt;
&lt;br /&gt;
The first thing which was necessary would be a data structure to represent a grid.&amp;nbsp; Easy enough we use a multidimensional array right? True but more is needed.&lt;br /&gt;
&lt;br /&gt;
For individual processes to communicate with each other we should also include some form of message passing ability as if a grid is divided up into square regions they need to communicate with processors which are processing regions to the top, bottom, left, right and corners of them.&lt;br /&gt;
&lt;br /&gt;
Also we need to ensure that when we update the grid we do not commit it right away as another process might still be using it. So thus updating the grid is a two step process, you need a temporary representation of the grid and then you need live data to which you commit when all processes are done communicate.&lt;br /&gt;
&lt;br /&gt;
Getting the number of rows and columns of course would be helpful.&lt;br /&gt;
&lt;br /&gt;
Thus I present you the grid data structure:&lt;br /&gt;
&lt;blockquote&gt;&lt;br /&gt;
&lt;/blockquote&gt;&lt;blockquote&gt;#ifndef GRID_H&lt;br /&gt;
#define GRID_H&lt;br /&gt;
&lt;br /&gt;
struct Grid_;&lt;br /&gt;
typedef struct Grid_ Grid;&lt;br /&gt;
&lt;br /&gt;
// Create, destroy Grid&lt;br /&gt;
Grid *grid_create(int n_cols, int n_rows);&lt;br /&gt;
void grid_destroy(Grid *grid);&lt;br /&gt;
&lt;br /&gt;
// Data access&lt;br /&gt;
int grid_get_num_rows(Grid *grid);&lt;br /&gt;
int grid_get_num_cols(Grid *grid);&lt;br /&gt;
char grid_get(Grid *grid, int col, int row);&lt;br /&gt;
void grid_update(Grid *grid, int col, int row, char value);&lt;br /&gt;
void grid_commit_updates(Grid *grid);&lt;br /&gt;
&lt;br /&gt;
// Communication&lt;br /&gt;
void grid_send_column(Grid *grid, int col, int dest);&lt;br /&gt;
void grid_send_row(Grid *grid, int row, int dest);&lt;br /&gt;
void grid_receive_column(Grid *grid, int col, int src);&lt;br /&gt;
void grid_receive_row(Grid *grid, int row, int src);&lt;br /&gt;
void grid_send_cell(Grid *grid, int col, int row, int dest);&lt;br /&gt;
void grid_receive_cell(Grid *grid, int col, int row, int src);&lt;br /&gt;
&lt;br /&gt;
#endif // GRID_H&lt;/blockquote&gt;&lt;br /&gt;
Note: This is just the header file, implementation details soon.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/4216097752773476079/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/cellular-automata-forest-fire-model_18.html#comment-form' title='8 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/4216097752773476079'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/4216097752773476079'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/cellular-automata-forest-fire-model_18.html' title='Cellular Automata Forest Fire Model Continued'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>8</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-7868362362921017811</id><published>2011-05-09T16:37:00.000-07:00</published><updated>2011-05-09T16:37:35.627-07:00</updated><title type='text'>Cellular Automata Forest Fire Model</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://schuelaw.whitman.edu/JavaApplets/ForestFireApplet/&quot;&gt;http://schuelaw.whitman.edu/JavaApplets/ForestFireApplet/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Just thought this forest fire simulation was interesting and wanted to share.&lt;br /&gt;
&lt;br /&gt;
It is just &lt;a href=&quot;http://www.blogger.com/&quot;&gt;Conway&#39;s Game of Life&lt;/a&gt; but with modified rules.&lt;br /&gt;
&lt;br /&gt;
Would be interesting to parallelize this. You could split this up into either single rows and columns and let each processor deal with a specific row or column. Or you could split it up into various row * col block and let each processor deal with a specific block.&lt;br /&gt;
&lt;br /&gt;
I might try looking into this later as as side project for something to parallelize.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/7868362362921017811/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/cellular-automata-forest-fire-model.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/7868362362921017811'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/7868362362921017811'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/cellular-automata-forest-fire-model.html' title='Cellular Automata Forest Fire Model'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-8582181500758112328</id><published>2011-05-08T12:32:00.000-07:00</published><updated>2011-05-08T12:41:44.207-07:00</updated><title type='text'>Intro to MPI</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;dl class=&quot;docutils&quot;&gt;&lt;dt&gt;&lt;b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;So here are some basic MPI functions that are needed for parallel computers in a cluster setup&lt;/span&gt;&lt;/b&gt;&lt;/dt&gt;
&lt;dt&gt;&lt;b&gt;MPI_Init&lt;/b&gt;&lt;/dt&gt;
&lt;dd&gt;Used to initialize MPI. Without this none of the other commands will work.&lt;/dd&gt;
&lt;dt&gt;&lt;b&gt;MPI_Comm_rank&lt;/b&gt;&lt;/dt&gt;
&lt;dd&gt;Gets the rank of a processor from 0 - p, where p is the total number of processors.&lt;/dd&gt;
&lt;dt&gt;&lt;b&gt;MPI_Comm_size&lt;/b&gt;&lt;/dt&gt;
&lt;dd&gt;Get the total number of processes available for computing.&lt;/dd&gt;
&lt;dt&gt;&lt;b&gt;MPI_Send&lt;/b&gt;&lt;/dt&gt;
&lt;dd&gt;Send a message.  Messages are passed as array data, you can specify the size of an array. &lt;/dd&gt;
&lt;dt&gt;&lt;b&gt;MPI_Recv&lt;/b&gt;&lt;/dt&gt;
&lt;dd&gt;Complement to MPI_Send.&lt;/dd&gt;
&lt;dt&gt;&lt;b&gt;MPI_Finalize&lt;/b&gt;&lt;/dt&gt;
&lt;dd&gt;Called when program is done running. Cleans up memory to avoid leaks.
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;/div&gt;&lt;/dd&gt;&lt;dd style=&quot;color: orange; text-align: left;&quot;&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;b&gt;Sample intro program next post&lt;/b&gt;&lt;/div&gt;&lt;/dd&gt;&lt;/dl&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/8582181500758112328/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/intro-to-mpi.html#comment-form' title='11 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/8582181500758112328'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/8582181500758112328'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/intro-to-mpi.html' title='Intro to MPI'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>11</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-2941794178951672386</id><published>2011-05-04T08:06:00.000-07:00</published><updated>2011-05-04T08:06:30.197-07:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="C"/><category scheme="http://www.blogger.com/atom/ns#" term="Java"/><category scheme="http://www.blogger.com/atom/ns#" term="locks"/><category scheme="http://www.blogger.com/atom/ns#" term="MPI"/><category scheme="http://www.blogger.com/atom/ns#" term="Parallel programming"/><category scheme="http://www.blogger.com/atom/ns#" term="pthreads"/><title type='text'>Parallell Programming</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So how do we take advantage of all these processors and cores that we keep getting more and more of? Parallell programming!&lt;br /&gt;
&lt;br /&gt;
This can be hard. It can be difficult to properly utilize processors to divide work up and share it equally.&lt;br /&gt;
&lt;br /&gt;
Most paralell programs go something like this:&lt;br /&gt;
&lt;br /&gt;
Divide work up&lt;br /&gt;
Create memory locks&lt;br /&gt;
Have individual processors / threads perform the work&lt;br /&gt;
Consolidate the data from each processor / thread.&lt;br /&gt;
&lt;br /&gt;
Gonna look into how to do this using MPI, pthreads and Java in the next few days.&lt;br /&gt;
&lt;br /&gt;
&lt;blockquote&gt; &lt;/blockquote&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/2941794178951672386/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/parallell-programming.html#comment-form' title='12 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/2941794178951672386'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/2941794178951672386'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/parallell-programming.html' title='Parallell Programming'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-9132374950172804678</id><published>2011-05-01T17:55:00.000-07:00</published><updated>2011-05-01T17:55:39.297-07:00</updated><title type='text'>So I&#39;ve been missing</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So last post was about mid terms hell. Then I dropped off the face of the earth.&lt;br /&gt;
&lt;br /&gt;
Truth be told school hit me and hit me hard. When I started this blog I wanted to work on learning how to program on a new micro controller I got. Turns out learning to program on a whole new board is hard work. Feels kinda like school work and I got enough of that as it is!&lt;br /&gt;
&lt;br /&gt;
But alas school is nearly out for the summer! And I don&#39;t have too many finals, rather lots of projects due in the next few days. I&#39;m gonna bang those out of the way and get back to programming recreationaly.&lt;br /&gt;
&lt;br /&gt;
When I do start back up in the next few days though I&#39;m not gonna focus all my energies on just the micro controller, rather I&#39;m going to look at all the things I&#39;m interested in : Parallel programming, Web Programming, Micro controllers etc. So this blog is going to have multiple focuses.&lt;br /&gt;
&lt;br /&gt;
Stay tuned!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/9132374950172804678/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/so-ive-been-missing.html#comment-form' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/9132374950172804678'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/9132374950172804678'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/05/so-ive-been-missing.html' title='So I&#39;ve been missing'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-3858333240145049176</id><published>2011-04-14T12:36:00.000-07:00</published><updated>2011-05-17T12:39:23.492-07:00</updated><title type='text'>Privacy Policy</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;Privacy Policy for Launch Pad&lt;br /&gt;
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If you require any more information or have any questions about our privacy policy, please feel free to contact us.&lt;br /&gt;
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At Launch Pad, the privacy of our visitors is of extreme  importance to us. This privacy policy document outlines the types of  personal information is received and collected by  Launch Pad and  how it is used.&lt;br /&gt;
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You should consult the respective privacy policies of these third-party  ad servers for more detailed information on their practices as well as  for instructions about how to opt-out of certain  practices. Launch Pad&#39;s privacy policy does not apply to, and we  cannot control the activities of, such other advertisers or web sites.&lt;br /&gt;
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If you wish to disable cookies, you may do so through your individual  browser options. More detailed information about cookie management with  specific web browsers can be found at the browsers&#39; respective websites.Privacy P&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3858333240145049176'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3858333240145049176'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/04/privacy-policy.html' title='Privacy Policy'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-1298098150389435210</id><published>2011-03-16T18:36:00.001-07:00</published><updated>2011-03-16T18:36:41.894-07:00</updated><title type='text'>Mid Term Hell</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So I&#39;ve been working on projects leading into mid terms as well as studying for mid terms. As such I haven&#39;t gotten a thing done with this board in a while. Working on getting some stuff up but things might be moving slowing for a bit. Keep checking back for updates.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/1298098150389435210/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/03/mid-term-hell.html#comment-form' title='6 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/1298098150389435210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/1298098150389435210'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/03/mid-term-hell.html' title='Mid Term Hell'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>6</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-6562713192439122192</id><published>2011-03-05T18:49:00.000-08:00</published><updated>2011-03-05T18:49:05.767-08:00</updated><title type='text'>Temperature application code</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So lets look back on what made the temperature application tick from the &lt;a href=&quot;http://lpadmsp340.blogspot.com/2011/03/temperature-application-pt-ii.html&quot;&gt;last post&lt;/a&gt;.&lt;br /&gt;
&lt;br /&gt;
&lt;table align=&quot;center&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;margin-left: auto; margin-right: auto; text-align: center;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH9JHzRFus1_Kai3GyGPj0jRcLSLDfdd4jqH76F9IfCSAiyGC043erExt1hw2hCfiG8ii5NpIYbIa7b1rX_jBcaActl7XhMG3AhQjNLoMaYVhuFbP4WlHNHvgWWoweNEiA2hXfSxDLxNak/s1600/defines.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: auto; margin-right: auto;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;603&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH9JHzRFus1_Kai3GyGPj0jRcLSLDfdd4jqH76F9IfCSAiyGC043erExt1hw2hCfiG8ii5NpIYbIa7b1rX_jBcaActl7XhMG3AhQjNLoMaYVhuFbP4WlHNHvgWWoweNEiA2hXfSxDLxNak/s640/defines.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;A series of define statements. All of the BIT# definitions come from the included msp430x20x2.h file included.&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;I couldn&#39;t fit the next bit of code into a screen shot so I&#39;ll have to copy paste it :&lt;br /&gt;
&lt;blockquote&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;while(1)&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp; {&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; ADC10CTL0 |= ENC + ADC10SC;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; // Sampling and conversion start&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; __bis_SR_register(CPUOFF + GIE);&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; // LPM0 with interrupts enabled&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; /* Moving average filter out of 8 values to somewhat stabilize sampled ADC */&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempMeasured[tempMeasuredPosition++] = ADC10MEM;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (tempMeasuredPosition == 8)&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempMeasuredPosition = 0;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempAverage = 0;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; for (i = 0; i &amp;lt; 8; i++)&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempAverage += tempMeasured[i];&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempAverage &amp;gt;&amp;gt;= 3;&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; // Divide by 8 to get average&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if ((--uartUpdateTimer == 0) || calibrateUpdate )&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ConfigureTimerUart();&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (calibrateUpdate)&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; { &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TXByte = 248;&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; // A character with high value, outside of temp range &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Transmit();&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; calibrateUpdate = 0;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TXByte = (unsigned char)( ((tempAverage - 630) * 761) / 1024 );&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Transmit(); &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; uartUpdateTimer = UART_UPDATE_INTERVAL;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ConfigureTimerPwm();&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempDifference = tempAverage - tempCalibrated;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (tempDifference &amp;lt; -TEMP_THRESHOLD)&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempDifference = -tempDifference;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempPolarity = TEMP_COLD;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; LED_OUT &amp;amp;= ~ LED1;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; else&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (tempDifference &amp;gt; TEMP_THRESHOLD)&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempPolarity = TEMP_HOT;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; LED_OUT &amp;amp;= ~ LED0;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; else&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempPolarity = TEMP_SAME;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TACCTL0 &amp;amp;= ~CCIE;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TACCTL1 &amp;amp;= ~CCIE;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; LED_OUT &amp;amp;= ~(LED0 + LED1);&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; } &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (tempPolarity != TEMP_SAME)&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempDifference &amp;lt;&amp;lt;= 3;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; tempDifference += TIMER_PWM_OFFSET;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TACCR1 = ( (tempDifference) &amp;lt; (TIMER_PWM_PERIOD-1) ? (tempDifference) : (TIMER_PWM_PERIOD-1) );&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TACCTL0 |= CCIE;&lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; TACCTL1 |= CCIE;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp; }&amp;nbsp; &lt;/span&gt;&lt;br style=&quot;background-color: white; color: #38761d;&quot; /&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;}&lt;/span&gt;&lt;/div&gt;&lt;/blockquote&gt;What is above is the main while loop. (Hopefully the color selection doesn&#39;t make your eyes bleed).&lt;br /&gt;
What it does roughly is create and array : &lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&amp;nbsp; tempMeasured[tempMeasuredPosition++] = ADC10MEM; &lt;span style=&quot;color: black;&quot;&gt;the purpose of which is to hold previous temperatures that it measured it seems. From there it is just a matter of looping through and getting an average of the temperature change. I&#39;m not too sure what lots of the gritty details do, but overall it simply checks to see if the temperature is more than the &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;TEMP_THRESHOLD&lt;/span&gt;&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt; or less than it. If it is increasing it lights up the LED.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;background-color: white; color: #38761d;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;Its really straight forward but lots of the bit operations hold me up.That and not knowing what every variable and function is, and what they do. Going to have to go over some bit wise operations again pretty soon. &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/6562713192439122192/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/03/temperature-application-code.html#comment-form' title='17 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6562713192439122192'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6562713192439122192'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/03/temperature-application-code.html' title='Temperature application code'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgH9JHzRFus1_Kai3GyGPj0jRcLSLDfdd4jqH76F9IfCSAiyGC043erExt1hw2hCfiG8ii5NpIYbIa7b1rX_jBcaActl7XhMG3AhQjNLoMaYVhuFbP4WlHNHvgWWoweNEiA2hXfSxDLxNak/s72-c/defines.png" height="72" width="72"/><thr:total>17</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-6216847571272464475</id><published>2011-03-01T08:00:00.000-08:00</published><updated>2011-03-01T12:25:55.148-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="hello world"/><category scheme="http://www.blogger.com/atom/ns#" term="MSP430"/><category scheme="http://www.blogger.com/atom/ns#" term="videos"/><title type='text'>Temperature Application pt. II</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://www.blogger.com/&quot;&gt;A few days&lt;/a&gt; ago I posted the  temperature appliction which comes pre-programmed on the board.  Temperature app basically consists of a Hello World application  (flashing LEDs) as well as showing off the temperature sensor.&lt;br /&gt;
&lt;br /&gt;
What  I didn&#39;t know at the time was that there was a GUI app for windows as  well. Watch as the numbers rise and fall. Excitement! &lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dxvVjTDa2ltjalUZF7Ta3srand0btO7_64DpTkc0tAVA-zBpn7T9opbuKnCZfrOw9xXe4qLO4o05FzyFVCaUw&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/6216847571272464475/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/03/temperature-application-pt-ii.html#comment-form' title='19 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6216847571272464475'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6216847571272464475'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/03/temperature-application-pt-ii.html' title='Temperature Application pt. II'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-5674171203797521952</id><published>2011-02-28T15:39:00.000-08:00</published><updated>2011-02-28T15:39:54.193-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="hello world"/><category scheme="http://www.blogger.com/atom/ns#" term="labs"/><category scheme="http://www.blogger.com/atom/ns#" term="MSP430"/><title type='text'>Tiki Gods appeased: Hello World</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;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;/div&gt;&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;&quot; height=&quot;400&quot; 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&quot; width=&quot;305&quot; /&gt; &lt;/div&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://www.blogger.com/&quot;&gt;Last Time&lt;/a&gt; I attempted to please the Tiki Gods* and get hello world running,&amp;nbsp; it failed. That&#39;s due to the videos I was following were just generic instructions on how to use Code Composer Studio.&lt;br /&gt;
&lt;br /&gt;
This time however I used the TI labs tutorials for students. The tutorials are really good and come in a &lt;a href=&quot;http://software-dl.ti.com/trainingTTO/trainingTTO_public_sw/MSP430_LaunchPad_Workshop/LaunchPad.pdf&quot;&gt;PDF&lt;/a&gt;, &lt;a href=&quot;http://software-dl.ti.com/trainingTTO/trainingTTO_public_sw/MSP430_LaunchPad_Workshop/LaunchPad.ppt&quot;&gt;PowerPoint &lt;/a&gt;and&lt;a href=&quot;http://software-dl.ti.com/trainingTTO/trainingTTO_public_sw/MSP430_LaunchPad_Workshop/doc.zip&quot;&gt; Word document&lt;/a&gt;. There are also &lt;a href=&quot;http://focus.ti.com/general/docs/video/Portal.tsp?entryid=0_s7mxsqxu&amp;amp;lang=en&quot;&gt;videos &lt;/a&gt;which correlate to the previously mentioned documents.&lt;br /&gt;
&lt;br /&gt;
The 2nd Lab (Lab 1 goes over installing Code Composer and plugging in the device) goes over running the code for the temperature program. It shows you how to create new projects and how to properly load the code onto the MPS430. With micro processors a flashing LED is the equivalent of a Hello World application since they don&#39;t usually come with LCD screens or any other form of output.&lt;br /&gt;
&lt;br /&gt;
Analysis of code and videos to come soon.&lt;br /&gt;
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&lt;br /&gt;
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&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;*I have blatantly stolen the &quot;Pleasing the Tiki Gods&quot; reference from &lt;a href=&quot;http://www.amazon.com/Beginning-iPhone-Development-Exploring-iOS/dp/143023024X?ie=UTF8&amp;amp;tag=widgetsamazon-20&amp;amp;link_code=btl&amp;amp;camp=213689&amp;amp;creative=392969&quot; target=&quot;_blank&quot;&gt;Beginning iPhone 4 Development: Exploring the iOS SDK&lt;/a&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;1&quot; src=&quot;http://www.assoc-amazon.com/e/ir?t=widgetsamazon-20&amp;amp;l=btl&amp;amp;camp=213689&amp;amp;creative=392969&amp;amp;o=1&amp;amp;a=143023024X&quot; style=&quot;border: medium none ! important; margin: 0px ! important; padding: 0px ! important;&quot; width=&quot;1&quot; /&gt; which I&#39;ve been using at work.&lt;/span&gt;&lt;br /&gt;
&lt;iframe align=&quot;left&quot; frameborder=&quot;0&quot; marginheight=&quot;0&quot; marginwidth=&quot;0&quot; scrolling=&quot;no&quot; src=&quot;http://rcm.amazon.com/e/cm?t=widgetsamazon-20&amp;amp;o=1&amp;amp;p=8&amp;amp;l=bpl&amp;amp;asins=1430224592&amp;amp;fc1=000000&amp;amp;IS2=1&amp;amp;lt1=_blank&amp;amp;m=amazon&amp;amp;lc1=0000FF&amp;amp;bc1=000000&amp;amp;bg1=FFFFFF&amp;amp;f=ifr&quot; style=&quot;align: left; height: 245px; padding-right: 10px; padding-top: 5px; width: 131px;&quot;&gt;&lt;/iframe&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/5674171203797521952/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/tiki-gods-appeased-hello-world.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/5674171203797521952'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/5674171203797521952'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/tiki-gods-appeased-hello-world.html' title='Tiki Gods appeased: Hello World'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-3684853480238504735</id><published>2011-02-23T21:54:00.000-08:00</published><updated>2011-02-28T15:00:18.523-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="article"/><category scheme="http://www.blogger.com/atom/ns#" term="fun facts"/><category scheme="http://www.blogger.com/atom/ns#" term="sidenote"/><title type='text'>The persistence of microcontrollers</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;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtut9gC4UZrvEY1QO0FeV4LwvE359P-pdw55Dd3Eb2m0dgZ6hHsGQ57runHgPi5vUaRDhvIdte2b2H_1CANpEjjifPNYQoTqKWBxQAGiypT0LWnH9HF8vB3IZwv1rWTJHKNnz4aaTzI2oo/s1600/wafer_w_tiny_microcontrollers_1600x1200.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;300&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtut9gC4UZrvEY1QO0FeV4LwvE359P-pdw55Dd3Eb2m0dgZ6hHsGQ57runHgPi5vUaRDhvIdte2b2H_1CANpEjjifPNYQoTqKWBxQAGiypT0LWnH9HF8vB3IZwv1rWTJHKNnz4aaTzI2oo/s400/wafer_w_tiny_microcontrollers_1600x1200.jpg&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
So lots of people have commented or asked &quot;What is this / why bother with microprocessors? Whats the point of learning to write programs for them when you can get 8+ cores to work with?&lt;br /&gt;
&lt;br /&gt;
It might surprise you to learn that roughly 55% of all CPU&#39;s on the market are 8bit micro controllers*. Yes 8bit micro controllers, not the latest Intel or AMD processor.&lt;br /&gt;
&lt;br /&gt;
That&#39;s because micro controllers are in every part of our lives. Your DVD player? Micro controller. Your remote for the DVD player? Micro controller. Those lights that go off and on automatically? Controlled by a micro controller. Your cell phones? Yup More micro controllers. They keyboard I&#39;m typing this with right now has a micro controller inside of it. Just about any piece of electronics you can think of have micro controllers.&lt;br /&gt;
&lt;br /&gt;
So Micro controllers aren&#39;t going out of style anytime soon as they are everywhere. That&#39;s why learning how to program for them is still relevant, in fact that&#39;s where as a programmer you can make serious bank. Being good at micro controller programming.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;*Sources:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://www.eetimes.com/discussion/other/4024488/The-Two-Percent-Solution&quot;&gt;http://www.eetimes.com/discussion/other/4024488/The-Two-Percent-Solution&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://web.archive.org/web/20070220134759/http://www.circuitcellar.com/library/designforum/silicon_update/3/index.asp&quot;&gt;http://web.archive.org/web/20070220134759/http://www.circuitcellar.com/library/designforum/silicon_update/3/index.asp&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/3684853480238504735/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/persistence-of-microprocessors.html#comment-form' title='19 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3684853480238504735'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/3684853480238504735'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/persistence-of-microprocessors.html' title='The persistence of microcontrollers'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtut9gC4UZrvEY1QO0FeV4LwvE359P-pdw55Dd3Eb2m0dgZ6hHsGQ57runHgPi5vUaRDhvIdte2b2H_1CANpEjjifPNYQoTqKWBxQAGiypT0LWnH9HF8vB3IZwv1rWTJHKNnz4aaTzI2oo/s72-c/wafer_w_tiny_microcontrollers_1600x1200.jpg" height="72" width="72"/><thr:total>19</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-4000017144533556172</id><published>2011-02-22T22:44:00.000-08:00</published><updated>2011-02-28T14:59:50.405-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="MSP430"/><title type='text'>Hello World (Not quite)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;So as all other programmers before me I need to appease the Tiki Gods and do a hello world. Not a simple task on the MSP430.&amp;nbsp; I followed all of the steps in &lt;a href=&quot;http://www.blogger.com/&quot;&gt;this video&lt;/a&gt; yet I got some strange compiler errors. For now I will strategically retreat :(&lt;br /&gt;
&lt;br /&gt;
Tomorrow though I&#39;ll be right on it!&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/4000017144533556172/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/hello-world-not-quite.html#comment-form' title='18 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/4000017144533556172'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/4000017144533556172'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/hello-world-not-quite.html' title='Hello World (Not quite)'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>18</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-6935960932482536004</id><published>2011-02-22T08:00:00.000-08:00</published><updated>2011-02-28T14:59:30.832-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="MSP430"/><category scheme="http://www.blogger.com/atom/ns#" term="videos"/><title type='text'>Temperature Program</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;The MSP340 comes with a program on the board out of the box. It makes a red LED go brighter as the temperature gets hotter. I simply used my thumb to create some heat through friction. You can&#39;t really see it in the video since I couldn&#39;t get my camera into focus, but the LED gets brighter as I keep rubbing. Takes it a while to get warm enough to register though&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;320&#39; height=&#39;266&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzEN8GN_KBGD3tJAi2YjWh3wVHM3xyVFr7BRPGEfYR_ON5D9tQ5RHzq2blvHnpQwPxXAIfeVw4Fdp50mVFplA&#39; class=&#39;b-hbp-video b-uploaded&#39; frameborder=&#39;0&#39;&gt;&lt;/iframe&gt;&lt;/div&gt;&lt;br /&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/6935960932482536004/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/temperature-program.html#comment-form' title='9 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6935960932482536004'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6935960932482536004'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/temperature-program.html' title='Temperature Program'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>9</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7731668478339111610.post-6814168520029554747</id><published>2011-02-21T22:39:00.000-08:00</published><updated>2011-02-28T14:59:10.196-08:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="sidenote"/><category scheme="http://www.blogger.com/atom/ns#" term="technology"/><category scheme="http://www.blogger.com/atom/ns#" term="videos"/><title type='text'>Side Note: A day made of glass</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;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;object class=&quot;BLOGGER-youtube-video&quot; classid=&quot;clsid:D27CDB6E-AE6D-11cf-96B8-444553540000&quot; codebase=&quot;http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0&quot; data-thumbnail-src=&quot;http://3.gvt0.com/vi/6Cf7IL_eZ38/0.jpg&quot; height=&quot;266&quot; width=&quot;320&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/6Cf7IL_eZ38&amp;fs=1&amp;source=uds&quot; /&gt;&lt;param name=&quot;bgcolor&quot; value=&quot;#FFFFFF&quot; /&gt;&lt;embed width=&quot;320&quot; height=&quot;266&quot; src=&quot;http://www.youtube.com/v/6Cf7IL_eZ38&amp;fs=1&amp;source=uds&quot; type=&quot;application/x-shockwave-flash&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/div&gt;Couldn&#39;t help but notice how cool this was and wanted to share with everyone.&lt;br /&gt;
Credit goes to &lt;a href=&quot;http://techjunkieb.blogspot.com/2011/02/day-made-of-glass.html&quot;&gt;JoeyPo&lt;/a&gt; whose blog I saw this on.&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://lpadmsp340.blogspot.com/feeds/6814168520029554747/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/side-note-day-made-of-glass.html#comment-form' title='7 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6814168520029554747'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7731668478339111610/posts/default/6814168520029554747'/><link rel='alternate' type='text/html' href='http://lpadmsp340.blogspot.com/2011/02/side-note-day-made-of-glass.html' title='Side Note: A day made of glass'/><author><name>d0t</name><uri>http://www.blogger.com/profile/18169482441145297901</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='25' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj_Ype5LWda8f5jSuo9KJ5VDsBnCrlrySSdWI7Co1HYab9QZPZssxQNyPbrY2l_mSBLGT2cfjoWwFlBc8H4I1JiklCVIvsfD45Dz2JyYbz-9KzEUZdiBBcNi6tth07KNQ/s220/BATLOVE.png'/></author><thr:total>7</thr:total></entry></feed>