<?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-7200613541897355161</id><updated>2024-09-17T07:14:40.777+02:00</updated><category term="Proyectos electrónica"/><category term="Off topic"/><category term="Restauraciones"/><category term="Matemáticas"/><category term="Blog"/><category term="Música"/><category term="WTF"/><title type='text'>PITERCIOS</title><subtitle type='html'>en radianes!!</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://pitercios.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>28</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-648784851244410388</id><published>2023-11-05T04:45:00.015+01:00</published><updated>2023-11-12T11:56:36.928+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><category scheme="http://www.blogger.com/atom/ns#" term="Restauraciones"/><title type='text'>Cleaning or repairing high quality old tone and volume scratchy or broken faders / slide pots. Here integrated amplifier Sony TA-V3.</title><content type='html'>&lt;p&gt;Hello world, this time I&#39;m gonna share my experience in fader repairs and restorations in last few years:&lt;/p&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/AVvXsEjRfjerZPt48PWB2DoprW6M5ZI1E_mMbLdEuUJ1khyphenhyphen0C96QE6LaiZmT7wKt7cTXkyU__2QiBjLkWtTv77vHsns7vnSrOjbCCuiKGXcfuA6JT-u0LOyanjLGmIk8xKnRLbrAkm0vQfhdgQG8uIJ6vdO6YEbf_Egxfd2H9StLHnoq87oKE8VxkoksWMzraw5B/s1655/WhatsApp%20Image%202023-11-05%20at%2000.07.11.jpeg&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1153&quot; data-original-width=&quot;1655&quot; height=&quot;454&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRfjerZPt48PWB2DoprW6M5ZI1E_mMbLdEuUJ1khyphenhyphen0C96QE6LaiZmT7wKt7cTXkyU__2QiBjLkWtTv77vHsns7vnSrOjbCCuiKGXcfuA6JT-u0LOyanjLGmIk8xKnRLbrAkm0vQfhdgQG8uIJ6vdO6YEbf_Egxfd2H9StLHnoq87oKE8VxkoksWMzraw5B/w651-h454/WhatsApp%20Image%202023-11-05%20at%2000.07.11.jpeg&quot; width=&quot;651&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;FJNSiirwoPtG58aeGw2Jx&quot; style=&quot;text-align: center;&quot;&gt;Sony Precise V3 high fidelity audio set (1984). A worth restoring unit.&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;Disassemble of this well finished ancient units is easy (&lt;i class=&quot;_7s4syPYtk5hfUIjySXcRE&quot;&gt;here TA-V3 Integrated Stereo Amplifier 2x33W THD0.09%, part of audio set &#39;Syscon 352&#39; aka &#39;Precise V3&#39;&lt;/i&gt;), finding its &#39;service manual&#39; also will be helpful (or a similar model one).&lt;br /&gt;You&#39;ll
  need to release the back of the front panel, which contains the 
control  tone and volume section as you can see in the picture.&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;&amp;nbsp;&lt;/p&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/AVvXsEg52Cd4p6JqyxAqXelGs4-bLVt2qaWavHqJEI6s7hSKXBkIdgvIwToIpvOp4JyvOTpF0PC7G0fPjnLF2Mi11AKtIbMkYdyA5NU6qrcWsUn3fdzH1pbAuq5-USCSQnfXzRcs-W7zm5HP5N-YWlaS62pzkOd7l00IfdHbzCX2-nfCLLaOeJE6PnhdNZpvhXOL/s1831/WhatsApp%20Image%202023-11-05%20at%2001.04.29__.jpeg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; data-original-height=&quot;1536&quot; data-original-width=&quot;1831&quot; height=&quot;536&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg52Cd4p6JqyxAqXelGs4-bLVt2qaWavHqJEI6s7hSKXBkIdgvIwToIpvOp4JyvOTpF0PC7G0fPjnLF2Mi11AKtIbMkYdyA5NU6qrcWsUn3fdzH1pbAuq5-USCSQnfXzRcs-W7zm5HP5N-YWlaS62pzkOd7l00IfdHbzCX2-nfCLLaOeJE6PnhdNZpvhXOL/w640-h536/WhatsApp%20Image%202023-11-05%20at%2001.04.29__.jpeg&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;p&gt;&lt;/p&gt;&lt;p class=&quot;FJNSiirwoPtG58aeGw2Jx&quot; style=&quot;text-align: center;&quot;&gt;Internal parts of TA-V3 amplifier with robust metallic faders / slide pots of the front panel unassembled.&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;In
  this situation, you have to unweld the defective faders (use abundant 
 welding paste and desoldering wick; while a desoldering pump is an optional help, I  managed well enough only with the wick) and open them.&lt;br /&gt;As usual, before the  
above you could try cleaning the fader tracks from the exterior avoiding
  the unwelding tasks but, when it doesn&#39;t work, &lt;b&gt;I highly recommend to unweld and  
unassembly them&lt;/b&gt; completely to achieve a full repair and cleaning, the results can be surprising.&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;&lt;img height=&quot;460&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;640&quot; /&gt; &lt;br /&gt;&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;&lt;/p&gt;&lt;p class=&quot;FJNSiirwoPtG58aeGw2Jx&quot; style=&quot;text-align: center;&quot;&gt;A
  control tone fader (&lt;i&gt;double/stereo 100kOhm sliding potentiometer&lt;/i&gt;)  
disassembled. Here you can see the copper and carbon tracks side-by-side
  on the left part, and the sliding contact skates/brushes fixed to the plastic 
 moving head on the right.&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;At this point, the shown causes of the fader malfunction can be diverse:&lt;/p&gt;&lt;ul class=&quot;_33MEMislY0GAlB78wL1_CR&quot;&gt;&lt;li class=&quot;_3gqTEjt4x9UIIpWiro7YXz&quot;&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;CAUSE: Dust or dirt in the carbon and copper tracks - CLEAN with &lt;b class=&quot;_12FoOEddL7j_RgMQN0SNeU&quot;&gt;isopropyl alcohol&lt;/b&gt; or some zero residue contact cleaner (&lt;i&gt;Lubrilimp, CRC, Deoxit, etc.&lt;/i&gt;).&lt;br /&gt;If
  you have at home, could also use first some minimum residue  
(oil/grease) contact cleaner, in order to drag dirt and lubricate a  
little the moving parts of the fader. But this kind of faders works  
better without grease o with very little quantity of it. You could &lt;b class=&quot;_12FoOEddL7j_RgMQN0SNeU&quot;&gt;lubricate only the plastic or metallic moving parts with silicone grease&lt;/b&gt;, but it&#39;s preferable &lt;b class=&quot;_12FoOEddL7j_RgMQN0SNeU&quot;&gt;not to lubricate the contacts, carbon tracks nor sliding skates/brushes&lt;/b&gt;.&lt;/p&gt;&lt;/li&gt;&lt;li class=&quot;_3gqTEjt4x9UIIpWiro7YXz&quot;&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;CAUSE: Sliding
  contact brushes bent or loose - STRAIGHTEN and/or GLUE IT to the 
sliding  plastic head. An effective gluing could be achieved with the 
soldering  iron tip by fusing a little the plastic part to the metallic brush, very  carefully.&lt;/p&gt;&lt;/li&gt;&lt;li class=&quot;_3gqTEjt4x9UIIpWiro7YXz&quot;&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;CAUSE: Broken
  or worn out carbon tracks (check with continuity tester) - no possible
  repair as far as I know - REPLACE with similar spare part. &lt;br /&gt;&lt;/p&gt;&lt;/li&gt;&lt;/ul&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;&amp;nbsp;&lt;/p&gt;&lt;p class=&quot;_1qeIAgB0cPwnLhDF9XSiJM&quot;&gt;I hope this info can be helpful to someone... tell me you experience and/or any suggestions!&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/648784851244410388' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/648784851244410388'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/648784851244410388'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2023/11/cleaning-or-repairing-high-quality-old.html' title='Cleaning or repairing high quality old tone and volume scratchy or broken faders / slide pots. Here integrated amplifier Sony TA-V3.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjRfjerZPt48PWB2DoprW6M5ZI1E_mMbLdEuUJ1khyphenhyphen0C96QE6LaiZmT7wKt7cTXkyU__2QiBjLkWtTv77vHsns7vnSrOjbCCuiKGXcfuA6JT-u0LOyanjLGmIk8xKnRLbrAkm0vQfhdgQG8uIJ6vdO6YEbf_Egxfd2H9StLHnoq87oKE8VxkoksWMzraw5B/s72-w651-h454-c/WhatsApp%20Image%202023-11-05%20at%2000.07.11.jpeg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-1921185594090031888</id><published>2015-09-04T02:46:00.000+02:00</published><updated>2016-04-25T01:02:29.619+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><title type='text'>Montando un osciloscopio de ~0.1MHz, Dso138</title><content type='html'>&lt;div style=&quot;text-align: justify&quot;&gt;&lt;span style=&quot;font-size: medium&quot;&gt;&lt;span style=&quot;font-size: small&quot;&gt;Saludos de nuevo, en la presente entrada voy a evaluar mi última e impulsiva adquisición electrónica. Se trata de un pequeño &lt;b&gt;osciloscopio digital&lt;/b&gt; portátil de un solo canal, el modelo DSO130 de JYE Tech, presentado en forma de kit para ensamblar uno mismo.&lt;/span&gt;&lt;/span&gt;    &lt;br /&gt;    &lt;br /&gt;    &lt;div class=&quot;separator&quot; style=&quot;text-align: center; clear: both&quot;&gt;&lt;a style=&quot;margin-left: 1em; margin-right: 1em&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbHAu1CMLRRza3IZro_K78aDZR0jgfnSE0nyH0A6WwJXET3ac6n_0Nm_NvSWp2Ak3pZeoWpoXudWQWIXVFcGFaSzG9g8Ad12vtrD7rWTx69PkZ8vsF6xAypbJD9mDr8iss9W8zpWFDD5ro/s1600/IMG_20150901_052615%255B6%255D.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbHAu1CMLRRza3IZro_K78aDZR0jgfnSE0nyH0A6WwJXET3ac6n_0Nm_NvSWp2Ak3pZeoWpoXudWQWIXVFcGFaSzG9g8Ad12vtrD7rWTx69PkZ8vsF6xAypbJD9mDr8iss9W8zpWFDD5ro/s400/IMG_20150901_052615%255B6%255D.jpg&quot; width=&quot;400&quot; height=&quot;262&quot; /&gt;&lt;/a&gt;&lt;/div&gt;    &lt;br /&gt;&lt;span style=&quot;font-size: medium&quot;&gt;&lt;span style=&quot;font-size: small&quot;&gt;De antemano hay que decir que no es para nada un osciloscopio profesional pero, dado su bajo coste (~25$), es una muy buena opción para estudiantes e iniciados entusiastas que desean conocer el comportamiento y limitaciones de estos aparatos sin dejarse un riñón por el camino. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: medium&quot;&gt;&lt;span style=&quot;font-size: small&quot;&gt;De cualquier forma, si conseguimos montarlo con éxito, tendremos un osciloscopio funcional para medir señales mínimamente limpias con un ancho de banda de hasta unos 100KHz, llegando a ser una práctica herramienta para comprobar algunos equipos de audio y vídeo analógico, fuentes de alimentación conmutadas de baja frecuencia, transceptores IR, etc.&lt;/span&gt;&lt;/span&gt;    &lt;br /&gt;    &lt;br /&gt;&lt;span style=&quot;font-size: medium&quot;&gt;&lt;span style=&quot;font-size: small&quot;&gt;&lt;a href=&quot;http://garagelaboratory.blogspot.com.es/2015/09/montando-un-osciloscopio-de-01mhz-dso138.html&quot;&gt;Seguir leyendo... &lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/1921185594090031888' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/1921185594090031888'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/1921185594090031888'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2015/09/montando-un-osciloscopio-de-01mhz-dso138.html' title='Montando un osciloscopio de ~0.1MHz, Dso138'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjbHAu1CMLRRza3IZro_K78aDZR0jgfnSE0nyH0A6WwJXET3ac6n_0Nm_NvSWp2Ak3pZeoWpoXudWQWIXVFcGFaSzG9g8Ad12vtrD7rWTx69PkZ8vsF6xAypbJD9mDr8iss9W8zpWFDD5ro/s72-c/IMG_20150901_052615%255B6%255D.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-4244109231992972268</id><published>2015-08-30T04:06:00.001+02:00</published><updated>2016-04-11T10:49:54.320+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><title type='text'>Programando un microcontrolador 8051 ( STC 89c52 )</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Para introducirme en la programación de &lt;a href=&quot;https://es.wikipedia.org/wiki/Microcontrolador&quot; target=&quot;_blank&quot;&gt;microcontroladores&lt;/a&gt; (en adelante μC) adquirí hace tiempo una placa de desarrollo para la anciana arquitectura del &lt;b&gt;8051 &lt;/b&gt;de Intel (8bits), ya considerada un estándar de la industria. La placa incluía el μC STC 89c52RC de la casa &lt;/span&gt;&lt;a href=&quot;http://www.stcmcu.com/&quot; target=&quot;_blank&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;STC Microcontrollers&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-size: small;&quot;&gt;. Ésta es una compañía china que fabrica derivados mejorados del original 8051 de los años 1980’s, totalmente compatibles.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Adquirí este modelo precisamente 
porque era el más barato que encontré por el mercado chino y porque, en
 realidad, sigue siendo más que suficiente para dar unos &lt;u&gt;primeros pasos&lt;/u&gt; en este 
área.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://i01.i.aliimg.com/wsphoto/v0/1993260559/STC89C52RC-AT89S52-new-original-single-chip-IC-IC-DIP-40.jpg&quot; height=&quot;310&quot; style=&quot;display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;STC 89c52&quot; width=&quot;310&quot; /&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt; El μC STC 89c52RC en su encapsulado DIP de 40 pines. &lt;br /&gt;Incluido en una placa de desarrollo universal AVR/8051 china.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;El principal problema de estos económicos µC’s STC es su mínima documentación en idiomas distintos al chino y un menor reconocimiento por los programas habituales de programación. Sin 
embargo, una vez programados funcionarán igual que sus análogos 8051 de otros
 fabricantes. Por ello, me pareció interesante recopilar aquí toda la 
información encontrada del &lt;b&gt;proceso que seguí para programar uno 
de ellos&lt;/b&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;a href=&quot;http://garagelaboratory.blogspot.com.es/2015/08/programando-un-microcontrolador-8051.html&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Seguir leyendo...&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/4244109231992972268' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/4244109231992972268'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/4244109231992972268'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2015/08/programando-un-microcontrolador-8051.html' title='Programando un microcontrolador 8051 ( STC 89c52 )'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-279676030222413296</id><published>2015-08-16T23:30:00.000+02:00</published><updated>2015-08-30T05:18:56.541+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><category scheme="http://www.blogger.com/atom/ns#" term="Restauraciones"/><title type='text'>BGA Rework Machine. GarageRework.</title><content type='html'>Proyecto de una &lt;a href=&quot;https://en.wikipedia.org/wiki/Ball_grid_array&quot;&gt;BGA&lt;/a&gt; &lt;i&gt;&lt;a href=&quot;https://en.wikipedia.org/wiki/Rework_%28electronics%29&quot;&gt;rework&lt;/a&gt;&lt;/i&gt; (&lt;i&gt;reball &amp;amp; reflow&lt;/i&gt;) &lt;i&gt;machine&lt;/i&gt; modesta y funcional para este verano. Muy útil para reparaciones esporádicas, ejecutada con un presupuesto &lt;i&gt;low-cost&lt;/i&gt; y filosofía &lt;a href=&quot;https://es.wikipedia.org/wiki/H%C3%A1galo_usted_mismo&quot;&gt;DIY&lt;/a&gt;. Humildemente bautizada como &lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: bookman old style;&quot;&gt;&lt;i&gt;GarageRework&lt;/i&gt;&lt;/span&gt;&lt;/span&gt;. &lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;[IMG_20150817_212235b%255B29%255D.jpg]&quot; border=&quot;0&quot; height=&quot;400&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDYcnlqVZiS7zpUDY1PnB11ZCAy9HJlcSoSAFiUO3yDyCMAy03-VnxoSHhG06GhYQc0wBujFbOtNkFyqaZeoLVebprIfj23CVvyaF88V65Rg7EWYfkLUKtwv5Isw2QXTBpfeDUX9wSmat6/s400/IMG_20150817_212235b%25255B29%25255D.jpg&quot; title=&quot;Rework Station. GarageRework&quot; width=&quot;533&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;a href=&quot;http://garagelaboratory.blogspot.com.es/2015/08/bga-rework-machine.html&quot;&gt;Seguir leyendo...&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/279676030222413296' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/279676030222413296'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/279676030222413296'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2015/08/bga-rework-machine-garagerework.html' title='BGA Rework Machine. GarageRework.'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDYcnlqVZiS7zpUDY1PnB11ZCAy9HJlcSoSAFiUO3yDyCMAy03-VnxoSHhG06GhYQc0wBujFbOtNkFyqaZeoLVebprIfj23CVvyaF88V65Rg7EWYfkLUKtwv5Isw2QXTBpfeDUX9wSmat6/s72-c/IMG_20150817_212235b%25255B29%25255D.jpg" height="72" width="72"/><thr:total>0</thr:total><georss:featurename>Europa</georss:featurename><georss:point>39.368279149160159 4.921875</georss:point><georss:box>4.0585101491601563 -77.6953125 74.678048149160162 87.5390625</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-8390253485117295314</id><published>2010-04-24T13:57:00.018+02:00</published><updated>2015-08-28T21:33:59.635+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Música"/><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>Les Paul Special II de Epiphone (review)</title><content type='html'>&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;Hola
 cuerdos, aquí os enseño y evaluó mi nueva adquisición, una eléctrica 
decente y  más que asequible de Epiphone. Se trata de una réplica de un 
famoso modelo de Gibson de los años 1950’s, la bonita &lt;i&gt;Les Paul,&lt;/i&gt;
 fabricada por su subsidiaria, Epiphone. Esta marca, tras ser absorbida 
por Gibson, se encaró esencialmente a la fabricación, en el lejano 
oriente (las Gibson originales aún se fabrican en USA), de réplicas de 
la 1ª marca con materiales menos nobles y a precios mucho más accesibles
 pero bajo unas mínimas exigencias de calidad.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;span style=&quot;font-family: inherit;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;img alt=&quot;image&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxGyo8nio4oiXEDmA_A124xZq7ZaSaHJtCoTtJAEQv2_EJryzS2E0GiZ1uqN_Uh40zuOQUNbsn_d0GdZLp33-vS6tVDSVC40iyoxMyFcX884259xna3FP9zBmSlvPjrsKbOF-Ld-wT6TFz/?imgmax=800&quot; height=&quot;70&quot; style=&quot;border: 0px none; display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;image&quot; width=&quot;144&quot; /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYB9At5KurWq8TYdy79fviWHls7vmeq0SyWWQGKvmG848OIROZBsqYLJrfCEGp1ooaimBGGXUdT9D92goQvDQl93RlnuqaX9OL6ZVVRqWQ_gV7IuxUh3mYUUy-lQ5KDgivLTHjaQ5-hjAe/s1600-h/guitamontaje%5B5%5D.jpg&quot; target=&quot;_blank&quot;&gt;&lt;img alt=&quot;guitamontaje&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEipw4D48WN3jfD34dWsMHHsHavQXTnh53_wReDzTwgjrc06qELhJ9WhWbaTIOwWtHCz6jeq5zEHkXU_u5Ps9DzMzBQI3S7Jc7TSfqgqbSLYRcKb3OrLVWhrJq_8HFGM9KhmPrbNLlN8j6VK/?imgmax=800&quot; height=&quot;377&quot; style=&quot;display: block; float: none; margin-left: auto; margin-right: auto;&quot; title=&quot;guitamontaje&quot; width=&quot;328&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 78%;&quot;&gt;Mi &lt;i style=&quot;font-weight: bold;&quot;&gt;Les Paul Special II&lt;/i&gt; de Epiphone en color Vintage Sunburst &lt;/span&gt;&lt;span style=&quot;font-size: 78%;&quot;&gt;y pequeño ampli Peavey de 12Wrms para practicar.&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
Ir a la &lt;i&gt;review&lt;/i&gt;&lt;span style=&quot;font-size: small;&quot;&gt;: &lt;/span&gt;&lt;a href=&quot;http://piterciosofftopic.blogspot.com.es/2015/08/les-paul-special-ii-de-epiphone-review.html&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Les Paul Special II de Epiphone (review)&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/8390253485117295314' title='14 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/8390253485117295314'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/8390253485117295314'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2010/04/mi-nueva-les-paul-special-ii-de.html' title='Les Paul Special II de Epiphone (review)'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxGyo8nio4oiXEDmA_A124xZq7ZaSaHJtCoTtJAEQv2_EJryzS2E0GiZ1uqN_Uh40zuOQUNbsn_d0GdZLp33-vS6tVDSVC40iyoxMyFcX884259xna3FP9zBmSlvPjrsKbOF-Ld-wT6TFz/s72-c?imgmax=800" height="72" width="72"/><thr:total>14</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-5773274352401679538</id><published>2009-07-01T08:35:00.003+02:00</published><updated>2009-07-07T17:54:16.816+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><category scheme="http://www.blogger.com/atom/ns#" term="Restauraciones"/><title type='text'>Proyecto 5: Reutilizando antiguas entradas PHONO para MIC o LÍNEA</title><content type='html'>&lt;p align=&quot;justify&quot;&gt;Buen y caluroso verano a todos, como debe ser. Aquí acabo de colgar esta interesante entrada en la que os detallamos como adaptar las antiguas entradas PHONO de cualquier equipo de audio a entradas de LÍNEA, MIC o lo que nos interese.&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;a href=&quot;http://pitercioselectronica.blogspot.com/2009/06/proyecto-4-reutilizando-antiguas.html&quot; target=&quot;_blank&quot;&gt;&lt;img title=&quot;mezcl1&quot; style=&quot;display: inline;&quot; alt=&quot;mezcl1&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmmUIQ-qfcG8GXusycxctiH4iQYkCO5Dob1_R4L_cIn79-iQMpeYkP-xDu4ZQ1RepzN0vwYsx09o5HH0NOXA8noSzw2APJHtXejTmxHrGFVIy7vM1JR1knEEj9ml5WzDfUcmCJrecxtCWp/?imgmax=800&quot; width=&quot;257&quot; height=&quot;205&quot; /&gt;&lt;/a&gt; &lt;/p&gt;  &lt;p&gt;Ir al proyecto: &lt;a href=&quot;http://pitercioselectronica.blogspot.com/2009/06/proyecto-4-reutilizando-antiguas.html&quot; target=&quot;_blank&quot;&gt;Reutilizando antiguas entradas PHONO para MIC o LÍNEA&lt;/a&gt;.&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/5773274352401679538' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/5773274352401679538'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/5773274352401679538'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2009/07/proyecto-4-reutilizando-antiguas.html' title='Proyecto 5: Reutilizando antiguas entradas PHONO para MIC o LÍNEA'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhmmUIQ-qfcG8GXusycxctiH4iQYkCO5Dob1_R4L_cIn79-iQMpeYkP-xDu4ZQ1RepzN0vwYsx09o5HH0NOXA8noSzw2APJHtXejTmxHrGFVIy7vM1JR1knEEj9ml5WzDfUcmCJrecxtCWp/s72-c?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-966637987310559371</id><published>2009-04-23T18:14:00.011+02:00</published><updated>2009-06-28T06:54:32.669+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>Instalar Windows XP mediante pen USB</title><content type='html'>Vamos a dar algo de vida al blog aunque sea con un breve tutorial para poder instalar el SO Windows XP desde un simple &lt;span style=&quot;font-style: italic;&quot;&gt;pendrive&lt;/span&gt;. Algo que puede llegar a ser muy útil en muchos casos, sobre todo en portátiles donde ya no existe la palabra disquetera y donde la vida útil de las lectoras de cd/dvd no supera los tres o cuatro años.&lt;br /&gt;El proceso lo realizamos sobre un&lt;span style=&quot;font-style: italic;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;netbook &lt;/span&gt;Asus EEE PC del cual también os hago una breve evaluación.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXLaMae6YnY_3HecyHMJFRSDeYrTA0cyZdbMUosv1nn-swfbEcDkHb4eKBUM0rN8mlndYC00-9hiT8T8BQjNWUXxzXyis4pJwXJPOpCh2mLlJ32vgKlXCVqS0CXMCjOgzc10V-d396zZ41/s1600-h/P4230051.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 352px; height: 248px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXLaMae6YnY_3HecyHMJFRSDeYrTA0cyZdbMUosv1nn-swfbEcDkHb4eKBUM0rN8mlndYC00-9hiT8T8BQjNWUXxzXyis4pJwXJPOpCh2mLlJ32vgKlXCVqS0CXMCjOgzc10V-d396zZ41/s400/P4230051.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5327923371987320034&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Ir al &lt;span style=&quot;font-style: italic;&quot;&gt;post&lt;/span&gt;: &lt;a href=&quot;http://piterciosofftopic.blogspot.com/2009/04/asus-eee-pc-instalar-windows-xp.html&quot;&gt;Instalar Windows XP mediante &lt;span style=&quot;font-style: italic;&quot;&gt;pen&lt;/span&gt; USB&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/966637987310559371' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/966637987310559371'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/966637987310559371'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2009/04/instalar-windows-xp-mediante-pen-usb.html' title='Instalar Windows XP mediante pen USB'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXLaMae6YnY_3HecyHMJFRSDeYrTA0cyZdbMUosv1nn-swfbEcDkHb4eKBUM0rN8mlndYC00-9hiT8T8BQjNWUXxzXyis4pJwXJPOpCh2mLlJ32vgKlXCVqS0CXMCjOgzc10V-d396zZ41/s72-c/P4230051.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-8271908162257369615</id><published>2009-04-05T15:27:00.003+02:00</published><updated>2009-05-02T04:34:47.403+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Restauraciones"/><title type='text'>Desmontando y reparando teclado de la calculadora HP49G+</title><content type='html'>Felices Pascuas, aquí os dejo la operación a la flamante &#39;hp&#39;. Tranquilos, aún sigue viva, y como nueva!&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://pitercioselectronica.blogspot.com/2009/04/hola-amigos-despues-de-mucho-tiempo-con.html&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 320px; height: 240px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAuhRbxlIjIaV8VULNXojXDeWyAb1PpwONu96Rken_MwPfLGxEi4uPOloyUXo253MchnV3blj2Vkf48sGlJxqhuBerJw_-QcYiBYaRTXvh-K3FcAh5Z0ml-GTcfM14HKVOjTcXrsvMsie5/s320/P4040050.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5321477627577898018&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Ir a la entrada: &lt;span style=&quot;font-size:100%;&quot;&gt;&lt;a href=&quot;http://pitercioselectronica.blogspot.com/2009/04/hola-amigos-despues-de-mucho-tiempo-con.html&quot;&gt;Desmontando y reparando teclado de la calculadora HP49G+&lt;/a&gt;&lt;/span&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/8271908162257369615' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/8271908162257369615'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/8271908162257369615'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2009/04/desmontando-y-reparando-teclado-de-la.html' title='Desmontando y reparando teclado de la calculadora HP49G+'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAuhRbxlIjIaV8VULNXojXDeWyAb1PpwONu96Rken_MwPfLGxEi4uPOloyUXo253MchnV3blj2Vkf48sGlJxqhuBerJw_-QcYiBYaRTXvh-K3FcAh5Z0ml-GTcfM14HKVOjTcXrsvMsie5/s72-c/P4040050.JPG" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-6369085155997747032</id><published>2008-11-11T18:52:00.015+01:00</published><updated>2008-12-04T00:47:12.070+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Recital de Pi</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Bienvenidos, os traemos en primicia el récord autóctono de recitado de decimales de Pi, nuestro querido Pi. Al fin con vídeo-montaje y todo, echadle un ojo.&lt;br /&gt;&lt;br /&gt;&lt;/div&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;http://piterciosmatesfisicaingenieria.blogspot.com/2008/11/el-recital-de-pi.html&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 235px; height: 176px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijhojCHMdSSh6CpUZpV3usYdshUq30gATP_VuQAiVZ0S8oaUoUNv2uzxg2czzaLc-CyNa1BpeHZrZXiENvs_HlycFwQ5pdAoPE4-6eW0_qk-Kk4_AC5jytHlSgdzWt-dIPJmYrTaBkFUxa/s320/Captura_pi.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5270459010347112066&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Ir al &lt;span style=&quot;font-style: italic;&quot;&gt;post&lt;/span&gt;: &lt;a href=&quot;http://piterciosmatesfisicaingenieria.blogspot.com/2008/11/el-recital-de-pi.html&quot;&gt;Recital de Pi (&lt;span style=&quot;font-style: italic;&quot;&gt;a capella&lt;/span&gt;)&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/6369085155997747032' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/6369085155997747032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/6369085155997747032'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/11/recital-de-pi_11.html' title='Recital de Pi'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEijhojCHMdSSh6CpUZpV3usYdshUq30gATP_VuQAiVZ0S8oaUoUNv2uzxg2czzaLc-CyNa1BpeHZrZXiENvs_HlycFwQ5pdAoPE4-6eW0_qk-Kk4_AC5jytHlSgdzWt-dIPJmYrTaBkFUxa/s72-c/Captura_pi.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-630739690099647073</id><published>2008-09-27T18:46:00.007+02:00</published><updated>2015-08-28T21:52:12.859+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Música"/><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>Recursos para guitarristas</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Saludos de nuevo a todos, esta vez estrenamos el &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;de &quot;offtopics&quot; con una entrada sobre enlaces a una serie de recursos para guitarristas. Un montón de manuales que seguro os sirven si os dedicáis a la guitarra.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;http://piterciosofftopic.blogspot.com/2008/09/recursos-para-guitarristas.html&quot;&gt;&lt;img alt=&quot;Guitarra&quot; src=&quot;http://lh4.ggpht.com/TerceraMayor/SN5jSvAzRMI/AAAAAAAAAFc/HpiKhgIpFDE/Guitarra_thumb%5B4%5D.gif&quot; height=&quot;197&quot; width=&quot;134&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Ir a la entrada: &lt;a href=&quot;http://piterciosofftopic.blogspot.com/2008/09/recursos-para-guitarristas.html&quot; target=&quot;_blank&quot;&gt;Recursos para guitarristas&lt;/a&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/630739690099647073' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/630739690099647073'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/630739690099647073'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/09/recursos-para-guitarristas.html' title='Recursos para guitarristas'/><author><name>Pablo</name><uri>http://www.blogger.com/profile/05603706917639077370</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioIMV80GF4NjPWjROHl0k5gvyjYxdaMS86TefOJVMVDzF93_BbZAs0EjQpZtDqP9w7oMA_y3oKYMDbqnW7kFWMi-Ful7_YLk0-S5dzGXRtA-qU-e0Xi3Dy-DMj6WnmmQ/s220/_DSC0228_Editada.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://lh4.ggpht.com/TerceraMayor/SN5jSvAzRMI/AAAAAAAAAFc/HpiKhgIpFDE/s72-c/Guitarra_thumb%5B4%5D.gif" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-423977663380733090</id><published>2008-09-19T18:25:00.009+02:00</published><updated>2008-09-29T04:40:53.674+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Diagrama de Bode de magnitud</title><content type='html'>&lt;p align=&quot;justify&quot;&gt;Estrenamos el &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;de matemáticas, física e ingeniería con un artículo sobre el muy utilizado diagrama de Bode de magnitud. En él intentamos explicar qué es y cómo puede construirse analíticamente de manera aproximada a partir de un ejemplo concreto (filtro RC pasa-bajos).&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;a href=&quot;http://lh5.ggpht.com/piterciosblog/SNfnyHRREJI/AAAAAAAAAYE/WtPrnrNypRw/s1600-h/image%5B3%5D.png&quot;&gt;&lt;img alt=&quot;image&quot; src=&quot;http://lh3.ggpht.com/piterciosblog/SNfnywngulI/AAAAAAAAAYI/Jem0Nh3U3-g/image_thumb%5B1%5D.png?imgmax=800&quot; width=&quot;240&quot; height=&quot;114&quot; /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p&gt;Ir al artículo: &lt;a href=&quot;http://piterciosmatesfisicaingenieria.blogspot.com/2008/09/diagrama-de-bode-de-magnitud.html&quot;&gt;Diagrama de Bode de magnitud&lt;/a&gt;&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/423977663380733090' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/423977663380733090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/423977663380733090'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/09/diagrama-de-bode-de-magnitud.html' title='Diagrama de Bode de magnitud'/><author><name>Pablo</name><uri>http://www.blogger.com/profile/05603706917639077370</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioIMV80GF4NjPWjROHl0k5gvyjYxdaMS86TefOJVMVDzF93_BbZAs0EjQpZtDqP9w7oMA_y3oKYMDbqnW7kFWMi-Ful7_YLk0-S5dzGXRtA-qU-e0Xi3Dy-DMj6WnmmQ/s220/_DSC0228_Editada.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://lh3.ggpht.com/piterciosblog/SNfnywngulI/AAAAAAAAAYI/Jem0Nh3U3-g/s72-c/image_thumb%5B1%5D.png?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-4070006553435947778</id><published>2008-09-07T05:21:00.016+02:00</published><updated>2008-12-04T00:48:01.680+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><title type='text'>Proyecto 4: Previo distorsionador de alta ganancia para guitarra</title><content type='html'>&lt;p style=&quot;text-align: justify;&quot;&gt;Nuevo proyecto de electrónica ya estructurado en el sub&lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;de electricidad y electrónica. Esta vez se trata de un buen distorsionador con mucha ganancia para la guitarra. En el &lt;span style=&quot;font-style: italic;&quot;&gt;post &lt;/span&gt;os dejo todos los detalles del montaje y una leve explicación sobre el funcionamiento de este sencillo y &lt;span style=&quot;font-style: italic;&quot;&gt;customizable&lt;/span&gt; preamplificador.&lt;br /&gt;&lt;/p&gt;  &lt;p align=&quot;center&quot;&gt;&lt;a href=&quot;http://lh5.ggpht.com/piterciosblog/SNfpOOdhyOI/AAAAAAAAAYM/VidvM_Mk8jg/s1600-h/image%5B4%5D.png&quot;&gt;&lt;img alt=&quot;image&quot; src=&quot;http://lh4.ggpht.com/piterciosblog/SNfpPNEoR-I/AAAAAAAAAYQ/pkjuEUuNQrI/image_thumb%5B2%5D.png?imgmax=800&quot; width=&quot;150&quot; height=&quot;182&quot; /&gt;&lt;/a&gt;&lt;/p&gt;  &lt;p align=&quot;left&quot;&gt;Ir al proyecto: &lt;a href=&quot;http://pitercioselectronica.blogspot.com/2008/09/proyecto-4-previo-distorsionador-de_09.html&quot;&gt;Previo distorsionador de alta ganancia para guitarra&lt;/a&gt;&lt;/p&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/4070006553435947778' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/4070006553435947778'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/4070006553435947778'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/09/proyecto-4-previo-distorsionador-de.html' title='Proyecto 4: Previo distorsionador de alta ganancia para guitarra'/><author><name>Unknown</name><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='16' height='16' src='https://img1.blogblog.com/img/b16-rounded.gif'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://lh4.ggpht.com/piterciosblog/SNfpPNEoR-I/AAAAAAAAAYQ/pkjuEUuNQrI/s72-c/image_thumb%5B2%5D.png?imgmax=800" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-2438015022114201288</id><published>2008-08-31T22:38:00.035+02:00</published><updated>2008-11-10T07:41:51.319+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>3D studio max</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;Hola a todos. Hoy, día de tormenta, día perfecto para relajarse escribiendo una &quot;artística&quot; entrada. Resulta que el otro día redescubrí en una carpeta perdida de mi disco duro unas cuantas imágenes creadas mediante el &lt;a href=&quot;http://es.wikipedia.org/wiki/3D_Studio_Max&quot;&gt;3D studio max&lt;/a&gt; 5. 3D studio max es una aplicación usada para la creación de gráficos y animaciones en 3D. Usado correctamente, es un programa potentísimo con el que se puede hacer prácticamente lo que uno imagine. De hecho se utiliza bastante en el mundo del cine. Ejemplos? Monstruos sa, Cars, Hormigaz, Toy story… Hubo una temporada en la que una de mis aficiones era crear sencillas escenas 3D, nada que ver con el auténtico potencial del programa. Recuerdo que, a medida que aparecían más polígonos en la escena, la velocidad de &lt;a href=&quot;http://es.wikipedia.org/wiki/Renderizado&quot;&gt;renderizado&lt;/a&gt; de una imagen aumentaba escandalosamente. Me da vértigo sólo de pensar en los ordenadores que utilizarán para hacer películas enteras. Sin más dilación aquí tenéis una muestra de lo mejor que me salió.   &lt;br /&gt;&lt;br /&gt;  &lt;br /&gt;&lt;/div&gt;  &lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHvCPb-Ai4cUQ-NTIHlebSZR5kahyphenhyphenrqXBnEgeluAPAFccj7YEoFQKArKVs5WstXGvAOEiRWv0aQvMpaUT7IwzBGCGYQX7MEnS6yqkNZ1zfszxcZzmgIpiWAoRa8YA6K3Db_l7bu-y5aWE/s1600-h/COPAS.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240791746025432338&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHvCPb-Ai4cUQ-NTIHlebSZR5kahyphenhyphenrqXBnEgeluAPAFccj7YEoFQKArKVs5WstXGvAOEiRWv0aQvMpaUT7IwzBGCGYQX7MEnS6yqkNZ1zfszxcZzmgIpiWAoRa8YA6K3Db_l7bu-y5aWE/s400/COPAS.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhyphenhyphenTv1yhFAZhIdqQ98RNvjIlYC8KSiVQv1sBitjyuUKSryWs3hLzj5R1Y3iGPQr6aFdbUpNr_TYxAYFwuzqVFo35imsdeECq57lO23mfREj27Srjcfm1zzUCTibllLinGiMK6vaSbOowE/s1600-h/Paisaje.jpg&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240794575844987602&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjhyphenhyphenTv1yhFAZhIdqQ98RNvjIlYC8KSiVQv1sBitjyuUKSryWs3hLzj5R1Y3iGPQr6aFdbUpNr_TYxAYFwuzqVFo35imsdeECq57lO23mfREj27Srjcfm1zzUCTibllLinGiMK6vaSbOowE/s400/Paisaje.jpg&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikFjjX__aC2pAkRCn_fdQfEzCKuyM7HzsSrvCaCYs1yOjFthzv9PmhLwXzIooiL_iNRe8FTH4w0NuAa3PQk_WXwWxYi4CfqsYIHleEsqeoB52f88rH87pgGT1CXIFfXeDdm_5O-La8WLc/s1600-h/NAVES.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240794295876348626&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEikFjjX__aC2pAkRCn_fdQfEzCKuyM7HzsSrvCaCYs1yOjFthzv9PmhLwXzIooiL_iNRe8FTH4w0NuAa3PQk_WXwWxYi4CfqsYIHleEsqeoB52f88rH87pgGT1CXIFfXeDdm_5O-La8WLc/s400/NAVES.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJMRS0VIG6k_ZG-SytqauSWzpnz2SaVhiiYYswr4uuZSaVHpBVaGggRK5OKUII01UA5c2svNRydogUIADngOnuBg0SD2Z-IFgCwHJH5BW16bDWaz_dkCKmX6Byrl32cUTVUl_yApxXwlQ/s1600-h/ELEGANTE.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240792206674540706&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgJMRS0VIG6k_ZG-SytqauSWzpnz2SaVhiiYYswr4uuZSaVHpBVaGggRK5OKUII01UA5c2svNRydogUIADngOnuBg0SD2Z-IFgCwHJH5BW16bDWaz_dkCKmX6Byrl32cUTVUl_yApxXwlQ/s400/ELEGANTE.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_qNbbZ5H9Zvlk36kES3DvPg6auB8NPsGDhiPUWfDDJNe1jkAlUecxWrolCvtbSaaiwaIe0jptWRKr3yo5djjIM5WD_5nJgk4LjASn0i0-pXgzytbOdLttUxESOlj_meHdDrkKYucdU8/s1600-h/ESTRELLAS.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240792718460856194&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhb_qNbbZ5H9Zvlk36kES3DvPg6auB8NPsGDhiPUWfDDJNe1jkAlUecxWrolCvtbSaaiwaIe0jptWRKr3yo5djjIM5WD_5nJgk4LjASn0i0-pXgzytbOdLttUxESOlj_meHdDrkKYucdU8/s400/ESTRELLAS.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiD8QvLmV2mIjbZVt4i3UHvzeQ0oiBQGtEDja5t_edw8mtlUO4wjrTn4q2O_V6cWGaWgIbgYtmBoMdyzjtd6AqDcUqb10QyXsM5H5D7jiddqFih-s5kvotm1UM7knuThUv71NZs7lLMDE/s1600-h/Fondo+b.jpg&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240792942260854562&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiD8QvLmV2mIjbZVt4i3UHvzeQ0oiBQGtEDja5t_edw8mtlUO4wjrTn4q2O_V6cWGaWgIbgYtmBoMdyzjtd6AqDcUqb10QyXsM5H5D7jiddqFih-s5kvotm1UM7knuThUv71NZs7lLMDE/s400/Fondo+b.jpg&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifEyJ5qcYeIIR-K0JMg971WktVWPV4ce0iAXL9l8XiXFBlWx4QN_9CQGbspUK4QTQqDUyLokDc5NFyUrPIkB5YG35Ra9gpF0Cj1GeVFdCNPoKK7OoVUI_XoK31KVJgl7C_LOF1JGb9QF4/s1600-h/Fondo.jpg&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240793209014144946&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifEyJ5qcYeIIR-K0JMg971WktVWPV4ce0iAXL9l8XiXFBlWx4QN_9CQGbspUK4QTQqDUyLokDc5NFyUrPIkB5YG35Ra9gpF0Cj1GeVFdCNPoKK7OoVUI_XoK31KVJgl7C_LOF1JGb9QF4/s400/Fondo.jpg&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjpTPhveWdYC8-V3Efe-qv1u6udiQa3-SGthjTfzM6VgsdAEjv7G4052r-tC8znlUoWHIlGJPAZhkHKFM1x-FrESfHCXx_AgV-9bd1oA4KFV3WL9DPU0pXtFd57Mtdc0SpbqLkqP8YKBs/s1600-h/GOTA.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240793502399398866&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjpTPhveWdYC8-V3Efe-qv1u6udiQa3-SGthjTfzM6VgsdAEjv7G4052r-tC8znlUoWHIlGJPAZhkHKFM1x-FrESfHCXx_AgV-9bd1oA4KFV3WL9DPU0pXtFd57Mtdc0SpbqLkqP8YKBs/s400/GOTA.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8RrlITgfk7q2bSZ_gEfurDl6fnX5KCPm-7Mvit4Q94UG-RF3mOKfIjuQFHiKzhsky6C008pNb7YMun3T3yaZKdQo2yyL_lltP7aXY6A8d62lqqCj0WvBMcH1jSzB-lXXorNvmeAwvo-w/s1600-h/NAVE_MOTOR.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240794020409595426&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj8RrlITgfk7q2bSZ_gEfurDl6fnX5KCPm-7Mvit4Q94UG-RF3mOKfIjuQFHiKzhsky6C008pNb7YMun3T3yaZKdQo2yyL_lltP7aXY6A8d62lqqCj0WvBMcH1jSzB-lXXorNvmeAwvo-w/s400/NAVE_MOTOR.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz6m4sSPzeKJOIVPih8t6AMGuaTet5rMj_uu2t5XMREhTLgHUJ7fn7NsJrTINJ6idrM8TicQMz1Md9_IraRv0IbZYWw3bzIcgpjb6UpQAh4NhCzyNzIMFjTA0Ik_vUILGg9qo-w04grBI/s1600-h/MUELLE.JPG&quot;&gt;&lt;img id=&quot;BLOGGER_PHOTO_ID_5240793742256186530&quot; style=&quot;margin: 0px auto 10px; display: block; cursor: pointer; text-align: center;&quot; alt=&quot;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz6m4sSPzeKJOIVPih8t6AMGuaTet5rMj_uu2t5XMREhTLgHUJ7fn7NsJrTINJ6idrM8TicQMz1Md9_IraRv0IbZYWw3bzIcgpjb6UpQAh4NhCzyNzIMFjTA0Ik_vUILGg9qo-w04grBI/s400/MUELLE.JPG&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;/div&gt; &lt;br /&gt;Os dejo un enlace con ejemplos de las maravillas que se pueden hacer: &lt;br /&gt;&lt;a href=&quot;http://www.3dgazpacho.com/galeria/index.php&quot;&gt;http://www.3dgazpacho.com/galeria/index.php&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Y por si de casualidad alguien es aficionado al tema, una web con muchos recursos: &lt;br /&gt;&lt;a href=&quot;http://usuarios.lycos.es/max3d/3dstudio-e.html&quot;&gt;http://usuarios.lycos.es/max3d/3dstudio-e.html&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Saludos y hasta la próxima!! &lt;br /&gt;&lt;br /&gt;...by Pablo&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/2438015022114201288' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/2438015022114201288'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/2438015022114201288'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/08/3d-studio-max.html' title='3D studio max'/><author><name>Pablo</name><uri>http://www.blogger.com/profile/05603706917639077370</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioIMV80GF4NjPWjROHl0k5gvyjYxdaMS86TefOJVMVDzF93_BbZAs0EjQpZtDqP9w7oMA_y3oKYMDbqnW7kFWMi-Ful7_YLk0-S5dzGXRtA-qU-e0Xi3Dy-DMj6WnmmQ/s220/_DSC0228_Editada.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHvCPb-Ai4cUQ-NTIHlebSZR5kahyphenhyphenrqXBnEgeluAPAFccj7YEoFQKArKVs5WstXGvAOEiRWv0aQvMpaUT7IwzBGCGYQX7MEnS6yqkNZ1zfszxcZzmgIpiWAoRa8YA6K3Db_l7bu-y5aWE/s72-c/COPAS.JPG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-1522938464624581408</id><published>2008-08-31T01:21:00.005+02:00</published><updated>2008-11-10T09:27:56.290+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blog"/><title type='text'>Estrenamos estructura</title><content type='html'>Saludos a tod@s de nuevo. Después de meditarlo profundamente hemos decidido reestructurar un poco el contenido del &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;para hacerlo mas organizado y accesible. A partir de ahora las entradas relacionadas con temas de electricidad y electrónica, por un lado, y de matemáticas, física e ingeniería, por otro, se publicaran en subdirectorios distintos. No obstante, en la página principal (o sea, ésta), notificaremos las actualizaciones de las entradas que hagamos en cualquier subdirectorio y escribiremos también sobre temas mas genéricos. De esta manera esperamos conseguir páginas con contenidos mas específicos y no un &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;a modo de &quot;batido&quot; de temas. Esperamos que el cambio os guste y sirva para mejorar el seguimiento del &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;y ya sabéis, cualquier opinión será bien recibida.&lt;br /&gt;&lt;br /&gt;Un saludo!!&lt;br /&gt;&lt;br /&gt;...by Pablo&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/1522938464624581408' title='4 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/1522938464624581408'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/1522938464624581408'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/08/estrenamos-estructura.html' title='Estrenamos estructura'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><thr:total>4</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-7107393067621157927</id><published>2008-08-28T19:03:00.034+02:00</published><updated>2008-10-11T23:56:46.900+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Número PI</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaWnCLQKOo0HBRMgwL3bgbD-sUvTPxeCdz3o_d2OyHST5I8MfsjJG6Bhsi7G7K3li2Iv9J52gmNFw32420m58QfBWfF-wICqfEcir6BEB-bFOVSc3V_AGfigUfAQrSdaeDhfyzN2LBidk/s1600-h/20060715-pi.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 103px; height: 98px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaWnCLQKOo0HBRMgwL3bgbD-sUvTPxeCdz3o_d2OyHST5I8MfsjJG6Bhsi7G7K3li2Iv9J52gmNFw32420m58QfBWfF-wICqfEcir6BEB-bFOVSc3V_AGfigUfAQrSdaeDhfyzN2LBidk/s200/20060715-pi.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5239671559077581138&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Parece mentira que dediquemos el nombre de este &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;a él y en cambio no le dediquemos  al menos una entrada. Es un número importantísmo que aparece por todas partes en matemáticas, física, ingeniería etc, y que tiene muchísimos fans &lt;strike&gt;panda de frikis&lt;/strike&gt;; por supesto nos incluimos.&lt;br /&gt;&lt;br /&gt;Este número aparece en primera instancia cuando se pretende obtener la relación entre el diámetro de una circunferencia y su longitud (perímetro). La relación es precisamente Pi:&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;Pi=L/d&lt;br /&gt;&lt;br /&gt;Donde L es la longitud del círculo y d su diámetro.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Este cociente (o sea, Pi), es constante, es decir, que la relación entre la longitud y el diámetro de una circunferencia es siempre la misma, sea cual sea esta, de hecho la palabra Pi proviene del griego; &quot;&lt;i&gt;&lt;b&gt;π&lt;/b&gt;εριφέρεια&lt;/i&gt;&quot; (&lt;i&gt;pe&lt;/i&gt;&lt;i&gt;riferia&lt;/i&gt;) y &quot;&lt;i&gt;&lt;b&gt;π&lt;/b&gt;ερίμετρον&lt;/i&gt;&quot; (&lt;i&gt;perímetro&lt;/i&gt;) (Dios vendiga &lt;a href=&quot;http://es.wikipedia.org/wiki/N%C3%BAmero_%CF%80&quot;&gt;wikipedia&lt;/a&gt;).&lt;br /&gt;&lt;br /&gt;Tiene muchísimas propiedades interesantes, por ejemplo:&lt;br /&gt;&lt;br /&gt;-Es irracional, es decir, no se puede expresar como fracción de números enteros.&lt;br /&gt;-Es transcendente, lo que significa que no es solución de ninguna ecuación polinómica con coeficientes enteros (ejem. 12x^2+23x+765=0).&lt;br /&gt;-Suponemos que es normal. Un número normal es aquel cuyos dígitos siguen una distribución uniforme, es decir, que cualquier numero (según la base en la que estemos) tiene la misma probabilidad de presentarse. Digo suponemos porque de momento no se ha demostrado que así sea, ya que se necesitarían conocer exactamente todos los decimales y ver como se distribuyen y aquí viene la cuarta propiedad (no obstante se puede intuir*).&lt;br /&gt;-Pi posee infinitos decimales.&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;br /&gt;Es interesante la propiedad de normalidad ya que permite plantear alguna cosilla &lt;strike&gt;frikada&lt;/strike&gt; interesante. Por ejemplo, por definición, en un número normal aparecen todas las secuencias  de números posibles, así que, si codificamos el alfabeto, por ejemplo así: A=1, B=2, etc, podemos encontrar el Quijote escrito dentro de Pi!!&lt;br /&gt;&lt;br /&gt;Como curiosidad comentar que existen una gran cantidad de aproximaciones a Pi de todo tipo, por ejemplo:&lt;br /&gt;&lt;br /&gt;&lt;p style=&quot;color: rgb(255, 255, 255);&quot;&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;22/7 = &lt;/span&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;3&#39;14&lt;/span&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;285...&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;color: rgb(255, 255, 255);&quot;&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;311/99 = &lt;/span&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;3&#39;141&lt;/span&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;414...&lt;/span&gt;&lt;/p&gt;&lt;p style=&quot;color: rgb(255, 255, 255);&quot;&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;355/113 = &lt;/span&gt; &lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;3&#39;141592&lt;/span&gt;&lt;span style=&quot;;font-family:Comic Sans MS;font-size:85%;&quot;  &gt;9203...&lt;/span&gt; &lt;/p&gt;&lt;p style=&quot;color: rgb(0, 0, 0);&quot;&gt; &lt;/p&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;*Podemos meter las narices en los decimales de Pi y hacer un pequeño estudio sobre su normalidad para ver si tiende a ser cierta. Si cogemos, por ejemplo, los 100 primeros decimales, podemos representar cada dígito frente el número de veces que aparece. El resultado es el siguiente (a base de Mathematica):&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwJsnsftopcd1NY1SlBNtn4hueOxMPlkK-Ar_Nl8fESqNUhDUg6T28Bkut7-uzZENhDoADRslXgVACRE_XF4QfciQ15zfgsUAwLg_j-gqcqjLJQhG5Mrg6HtuaKcbLzFI8r4OjLBSxmG0/s1600-h/Nnumeros.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwJsnsftopcd1NY1SlBNtn4hueOxMPlkK-Ar_Nl8fESqNUhDUg6T28Bkut7-uzZENhDoADRslXgVACRE_XF4QfciQ15zfgsUAwLg_j-gqcqjLJQhG5Mrg6HtuaKcbLzFI8r4OjLBSxmG0/s400/Nnumeros.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5239638044855524098&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Cómputo del número de veces q&lt;/span&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;ue aparece cada dígito salvo error u omisión (contado a ojímetro)&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtdGdo3_w_hmpxvovC-LoOlq5OVE9x8jk0N3BUoiX-3LKG4H4m3O_1VxrvaWscCxZZsueQQcnAa9VYaRIO_Y5hIWgDN2p0jWOc8pRgAEetf6aVjJgR4K7vd1ndu0FJc0vKrw8pvP1rm3A/s1600-h/Repeticiones.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtdGdo3_w_hmpxvovC-LoOlq5OVE9x8jk0N3BUoiX-3LKG4H4m3O_1VxrvaWscCxZZsueQQcnAa9VYaRIO_Y5hIWgDN2p0jWOc8pRgAEetf6aVjJgR4K7vd1ndu0FJc0vKrw8pvP1rm3A/s400/Repeticiones.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5239638790862958674&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size:78%;&quot;&gt;Represenación gráfica&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;En teoría esto debería ser una recta de pendiente 0 (totalmente horizontal) si los datos elegidos (100 primeros decimales) se distribuyeran exactamente de manera uniforme. Aunque en la representación parece que esto no se cumpla, hay que tener en cuenta la escala del eje Y.  Un rango de variación de [8,13] no es demasiado si tenemos en cuenta que, para 100 decimales, las veces que debería aparecer cada número son 100/10 = 10, lo cual se acerca bastante a lo obtenido (para confirmarlo podemos obtener la media del numero de veces que aparece cada decimal. El resultado es 9,7).&lt;br /&gt;&lt;br /&gt;Otro dato interesante para corroborar la normalidad es obtener la media de todos los decimales (como estamos en base 10, este valor debería acercarse a (0+1+2+3+4+5+6+7+8+9)/10=4,5), veamos que dice el Mathemática.&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis0XapLNvRFWs3otT4TryW8od0LYvjWBRGsvzKt-lCcNABzzfWDHTDyFZb3pcNgDHRGESsOs15IFEc5qKd6oyR2SWoKuQhN61vCNowMDosDC0knqeix-jnPfa1vNxo6050wAVPVMOIeNo/s1600-h/Media.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEis0XapLNvRFWs3otT4TryW8od0LYvjWBRGsvzKt-lCcNABzzfWDHTDyFZb3pcNgDHRGESsOs15IFEc5qKd6oyR2SWoKuQhN61vCNowMDosDC0knqeix-jnPfa1vNxo6050wAVPVMOIeNo/s400/Media.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5239646421634534226&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Obtenemos una media de 469/99=4,73737373... lo cual se aproxima bastante a 4,5.&lt;br /&gt;Ahora queda un pelín mas justificado eso de la normalidad de Pi.&lt;br /&gt;&lt;br /&gt;Como traca final una pequeña frikada cortesía de la casa. Un tocho en formato pdf con 5.000.000 de decimales de Pi distribuidos en 1462 páginas (obtenidos con el Mathematica por supuesto). Que lo disfrutéis (aunque no se muy bien como ¬¬).&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a href=&quot;http://sites.google.com/site/espacioparasubir/pdf-pi/Pi.pdf?attredirects=0&quot;&gt;DECIMALES&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;Saludos y hasta la próxima!!&lt;br /&gt;&lt;br /&gt;fuentes:&lt;br /&gt;     &lt;a href=&quot;http://es.wikipedia.org/wiki/N%C3%BAmero_%CF%80&quot;&gt;Wikipedia&lt;/a&gt;&lt;br /&gt;     &lt;a href=&quot;http://gaussianos.com/graves-confusiones-sobre-el-numero-pi/&quot;&gt;Gaussianos&lt;/a&gt;&lt;br /&gt;     &lt;a href=&quot;http://www.microsiervos.com/archivo/ciencia/numeros-en-pi.html&quot;&gt;Microsiervos&lt;/a&gt;&lt;br /&gt;&lt;a href=&quot;http://centros5.pntic.mec.es/ies.de.bullas/dp/matema/conocer/numpi_aprox.htm&quot;&gt;                http://centros5.pntic.mec.es/ies.de.bullas/dp/matema/conocer/numpi_aprox.htm&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;...by Pablo&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/7107393067621157927' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/7107393067621157927'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/7107393067621157927'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/08/nmero-pi.html' title='Número PI'/><author><name>Pablo</name><uri>http://www.blogger.com/profile/05603706917639077370</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioIMV80GF4NjPWjROHl0k5gvyjYxdaMS86TefOJVMVDzF93_BbZAs0EjQpZtDqP9w7oMA_y3oKYMDbqnW7kFWMi-Ful7_YLk0-S5dzGXRtA-qU-e0Xi3Dy-DMj6WnmmQ/s220/_DSC0228_Editada.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhaWnCLQKOo0HBRMgwL3bgbD-sUvTPxeCdz3o_d2OyHST5I8MfsjJG6Bhsi7G7K3li2Iv9J52gmNFw32420m58QfBWfF-wICqfEcir6BEB-bFOVSc3V_AGfigUfAQrSdaeDhfyzN2LBidk/s72-c/20060715-pi.jpg" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-9074810351154383485</id><published>2008-08-25T16:50:00.010+02:00</published><updated>2008-11-10T07:58:56.962+01:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Blog"/><title type='text'>Suscripción por RSS</title><content type='html'>&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2mP5D3rCDYOWXxr9bIEylSFEH2LAXHM5d7qb__uZOlJkDwH3V58RsrNnZzheBPUKXKN4zSbHo2dhvZmn2ivEajTTaXMQL024YZxmR6gifiRzgiIjduHJ8zuZW01LOtCKke91QAUVizeM/s1600-h/rss_big.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer; width: 57px; height: 57px;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2mP5D3rCDYOWXxr9bIEylSFEH2LAXHM5d7qb__uZOlJkDwH3V58RsrNnZzheBPUKXKN4zSbHo2dhvZmn2ivEajTTaXMQL024YZxmR6gifiRzgiIjduHJ8zuZW01LOtCKke91QAUVizeM/s200/rss_big.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5238471021407810562&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: justify;&quot;&gt;Saludos de nuevo, como habréis visto hemos habilitado la suscripción por RSS mediante el servicio que ofrece gratuitamente &lt;a href=&quot;http://www.feedburner.com/fb/a/about&quot;&gt;feedburner&lt;/a&gt;. Esto debería facilitar el seguimiento del &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;así que ahora ya no tenéis excusa para no leer nuestro &lt;del&gt;hipersupermegaespectacular&lt;/del&gt; modesto &lt;span style=&quot;font-style: italic;&quot;&gt;blog &lt;/span&gt;(xD).&lt;br /&gt;&lt;br /&gt;Por otro lado deciros que estamos a punto de comenzar los exámenes de septiembre y que, para cuando pasen, tenemos pensados varios temas interesantes que desean que escribamos sobre ellos. Nos vemos dentro de poco. Saludos!!!&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/9074810351154383485' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/9074810351154383485'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/9074810351154383485'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/08/suscripcin-por-rss.html' title='Suscripción por RSS'/><author><name>Pablo</name><uri>http://www.blogger.com/profile/05603706917639077370</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='31' height='21' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEioIMV80GF4NjPWjROHl0k5gvyjYxdaMS86TefOJVMVDzF93_BbZAs0EjQpZtDqP9w7oMA_y3oKYMDbqnW7kFWMi-Ful7_YLk0-S5dzGXRtA-qU-e0Xi3Dy-DMj6WnmmQ/s220/_DSC0228_Editada.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg2mP5D3rCDYOWXxr9bIEylSFEH2LAXHM5d7qb__uZOlJkDwH3V58RsrNnZzheBPUKXKN4zSbHo2dhvZmn2ivEajTTaXMQL024YZxmR6gifiRzgiIjduHJ8zuZW01LOtCKke91QAUVizeM/s72-c/rss_big.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-4714726571637581872</id><published>2008-08-14T02:44:00.055+02:00</published><updated>2014-06-12T07:35:10.774+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><title type='text'>Proyecto 3: Amplificador de 2x33w con preamplificador.</title><content type='html'>Saludos a todos en pleno verano. Después de tanto tiempo por fin nos animamos a ensamblar un buen equipo amplificador para la guitarra, para escuchar los mejores temas de Enya o para lo que queramos.&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
El proyecto consiste en un amplificador estéreo de media potencia y su preamplificador con ecualizador de agudos y graves incluido.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmTfMjMXfTn-WpG2D6L4pTifmS5u74e12Sgp1STRerika2rfZMbjNHD80XaYDwuoJ3Ena64J1A2GTKGCGg52QFqUXLUqJQaZsiS9r86_8HJ4uxQwxAXLfyOKew3pmhFKz8EY5I__69Pdi_/s1600-h/P7250035.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmTfMjMXfTn-WpG2D6L4pTifmS5u74e12Sgp1STRerika2rfZMbjNHD80XaYDwuoJ3Ena64J1A2GTKGCGg52QFqUXLUqJQaZsiS9r86_8HJ4uxQwxAXLfyOKew3pmhFKz8EY5I__69Pdi_/s320/P7250035.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5233634659495566274&quot; style=&quot;cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;&quot; /&gt;&lt;/a&gt;Esta vez usaremos unos integrados bien conocidos en el mundo de la electrónica, los TDA2050. Se tratan de amplificadores específicos de audio, de &lt;a href=&quot;http://es.wikipedia.org/wiki/Etapa_de_potencia#Amplificador_de_Clase_AB_.28CLASS-AB_AMPLIFIER.29&quot;&gt;clase AB&lt;/a&gt;, con eficiencias elevadas a plena potencia (&amp;gt;70%), protecciones de todo tipo, y muy baja distorsión a potencias medias (mucha más información en &lt;a href=&quot;http://www.datasheetcatalog.org/datasheet/stmicroelectronics/1458.pdf&quot;&gt;su &lt;span style=&quot;font-style: italic;&quot;&gt;datasheet&lt;/span&gt;&lt;/a&gt;).&lt;br /&gt;
&lt;br /&gt;
Les vamos a exprimir hasta 33W&lt;sub&gt;RMS&lt;/sub&gt; con el 0.5% de distorsión sobre bafles de 6Ω (&lt;span style=&quot;font-size: 85%;&quot;&gt;o 41w al 10% de distorsión ya para hacer el bestia únicamente&lt;/span&gt;), ya que, en nuestro caso, los sobrealimentaremos a +-24v (&lt;span style=&quot;font-style: italic;&quot;&gt;overclocking...,&lt;/span&gt; o mejor&lt;span style=&quot;font-style: italic;&quot;&gt;, oversuppling &lt;/span&gt;de TDA&#39;s), esperando que no se nos sublimen.   Así  demostraremos de alguna forma el margen de seguridad que tenemos al trabajar con estos aparatitos bien refrigerados, claro. &lt;br /&gt;
&lt;br /&gt;
Aquí debajo podemos ver el esquema del circuito completo para un canal, donde no necesitaremos ningún componente adicional aparte del transformador simétrico.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv_uxGc4u8JgKh66PaGiWKz5F0GY8rBXamMjemANxL1U04cb9hWKt9bUC38ltQoegl7Aio7bDo5IgawwhVW688itQr7NHt9f6XpHqQem9ct6F0zRO_Dpt2qgriRdB9Dz92Jk1b7eNf27wq/s1600-h/GAINCLONE+TDA2050+Y+PREAMP.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiv_uxGc4u8JgKh66PaGiWKz5F0GY8rBXamMjemANxL1U04cb9hWKt9bUC38ltQoegl7Aio7bDo5IgawwhVW688itQr7NHt9f6XpHqQem9ct6F0zRO_Dpt2qgriRdB9Dz92Jk1b7eNf27wq/s1600/GAINCLONE+TDA2050+Y+PREAMP.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5233634659495566274&quot; style=&quot;height: 252px; width: 641px;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhw6K6kNl8YsVNwbuehQDC_Wa7Pebbh_Pef_p77y0SjAy-L1ftqYyukZUeS665qeOWSjJtZHe6bIZ11W1Yo2WZF99NiWS6gLlPf_O47jju8T5gRltP85DXRSR7N8erUwAX2fdKMjR609rOb/s1600-h/GAINCLONE+TDA2050+Y+PREAMP.JPG&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Listado de componentes necesarios&lt;/span&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
El circuito es relativamente sencillo y consta de tres partes independientes bien diferenciadas (funcionarían perfectamente por separado): Un &lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;buffer &lt;/span&gt;para adaptar impedancias a la entrada, una &lt;span style=&quot;font-weight: bold;&quot;&gt;red Baxandall activa&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;como ecualizador y, finalmente, la &lt;span style=&quot;font-weight: bold;&quot;&gt;etapa amplificadora de potencia&lt;/span&gt;. A continuación se describen someramente.&lt;br /&gt;
&lt;br /&gt;
El &lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;buffer &lt;/span&gt;está formado por los transistores &lt;a href=&quot;http://www.jaycar.com.au/images_uploaded/BC558.PDF&quot;&gt;BC559&lt;/a&gt; de bajo ruido, sus respectivas resistencias de polarización y los condensadores para bloquear la componente continua. Así, el transistor inferior, en configuración de seguidor de emisor, actúa como &lt;span style=&quot;font-style: italic;&quot;&gt;&lt;a href=&quot;http://en.wikipedia.org/wiki/Buffer_amplifier&quot;&gt;buffer&lt;/a&gt; &lt;/span&gt;de ganancia unidad, proporcionando una elevada y constante impedancia de entrada, independizando prácticamente el preamplificador del la fuente de audio. El transistor superior conforma una fuente de corriente constante que mejora el comportamiento del citado transistor seguidor. Esta etapa podría sustituirse perfectamente por un simple &lt;a href=&quot;http://es.wikipedia.org/wiki/Amplificador_operacional#Configuraciones&quot;&gt;operacional en modo seguidor&lt;/a&gt; o hasta incluso anularse al realizar las pruebas de la etapa de potencia.&lt;br /&gt;
&lt;br /&gt;
El&lt;span style=&quot;font-weight: bold;&quot;&gt; preamplificador y ecualizador&lt;/span&gt; está formado por la ya muy extendida &lt;a href=&quot;http://home.comcast.net/%7Estphkeri/NegativeFeedbackTone.pdf&quot;&gt;red de control de tono tipo Baxandall&lt;/a&gt;. Esta idea nació por los años 50 de la mano del ingeniero británico Peter James Baxandall, quien logró un ajuste independiente de agudos y graves sin ninguna clase de interruptor o clavija, algo nuevo para la época. Rápidamente este diseño fue adoptado por muchos fabricantes en sus equipos de audio de alta fidelidad y es muy probable que cualquiera tengamos una red de este tipo en nuestra casa.&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1jMVlj1DeJKuYd42lANPQAvgC9tkWjRk-p2s-_nOfmDcHUbLFPy7VzrBBmiF3uairRXTOf452HqulKj635uJ3EOnlgsMeyB42oM9obXam-Ogn3kAk0eRgc2SsnP2_Iu5bbSpykNPWSz9v/s1600-h/Respuesta_Baxandall.jpg&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj1jMVlj1DeJKuYd42lANPQAvgC9tkWjRk-p2s-_nOfmDcHUbLFPy7VzrBBmiF3uairRXTOf452HqulKj635uJ3EOnlgsMeyB42oM9obXam-Ogn3kAk0eRgc2SsnP2_Iu5bbSpykNPWSz9v/s400/Respuesta_Baxandall.jpg&quot; id=&quot;BLOGGER_PHOTO_ID_5234489921827698978&quot; style=&quot;cursor: pointer; float: right; height: 264px; margin: 0pt 0pt 10px 10px; width: 356px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
El elemento activo de nuestro ecualizador es un amplificador operacional dual (doble o dual para configuración estéreo) de muy bajo ruido. Nosotros usamos el &lt;a href=&quot;http://www.radiovilag.hu/images/NE5532.pdf&quot;&gt;NE5532&lt;/a&gt;, aunque cualquiera similar valdría. Estrictamente, el diseño del circuito anterior es una ligera modificación del ecualizador de Baxandall, &lt;a href=&quot;http://focus.tij.co.jp/jp/lit/an/sloa042/sloa042.pdf&quot;&gt;propuesta por Texas Instruments&lt;/a&gt; y adaptada a los amplificadores operacionales actuales. Tal y como se puede apreciar en el diagrama de Bode adjunto, el ecualizador nos proporcionará hasta 15dB de ganancia o atenuación a voluntad, en agudos y/o graves. Con los potenciómetros centrados (ecualizador plano) la ganancia será de 0dB en todas las frecuencias, dejando así intacta la señal de entrada. Todo esto es conocido como la ecualización tipo &lt;span style=&quot;font-style: italic;&quot;&gt;shelving&lt;/span&gt; o por meseta.&lt;br /&gt;
&lt;br /&gt;
Finalmente, la &lt;span style=&quot;font-weight: bold;&quot;&gt;etapa amplificadora de potencia&lt;/span&gt; la gobierna el integrado &lt;a href=&quot;http://www.st.com/web/en/resource/technical/document/datasheet/CD00000131.pdf&quot; target=&quot;_blank&quot;&gt;TDA2050&lt;/a&gt;, ya descrito. Éste se configura, mediante las resistencias de realimentación, para obtener una ganancia de 68 (37dB) que, además, será casi la ganancia total del equipo (con el ecualizador plano); más que suficiente para obtener toda la potencia exigida con una entrada de &lt;a href=&quot;http://es.wikipedia.org/wiki/Nivel_de_l%C3%ADnea&quot;&gt;nivel de línea estándar&lt;/a&gt; (0.316V&lt;sub&gt;RMS&lt;/sub&gt;). A la salida del amplificador también podemos apreciar una &lt;a href=&quot;http://en.wikipedia.org/wiki/Zobel_network#Zobel_networks_and_loudspeaker_drivers&quot;&gt;red de Zobel&lt;/a&gt; (resistencia y condensador en paralelo con la carga), para eliminar así la componente inductiva del altavoz que podría dar lugar a inestabilidades en el amplificador.&lt;br /&gt;
&lt;br /&gt;
En cuanto a la &lt;span style=&quot;font-weight: bold;&quot;&gt;fuente de alimentación&lt;/span&gt;, también incluida en el esquema anterior, tenemos, para una configuración estéreo: el transformador simétrico de 16-0-16v o 18-0-18v y 3A, un puente rectificador de 5A, los condensadores de 6800µF que eliminan el rizado de la corriente alterna y los de 0.1µF que filtran ruidos de alta frecuencia que podrían desestabilizar el integrado. El previo se alimenta de las mismas líneas de alimentación tras unas resistencias que nos reducen el voltaje a unos +-15v y otros filtros de 470µF.&lt;br /&gt;
&lt;br /&gt;
Cabe comentar que si utilizamos un modesto &lt;i&gt;trafo &lt;/i&gt;de menos de 3A, la caída de tensión será importante a potencias 
elevadas y no llegaremos a dañar el integrado de potencia. En este 
caso habría que vigilar siempre la temperatura del &lt;i&gt;trafo&lt;/i&gt; y no utilizarlo mucho tiempo en potencias elevadas. &lt;br /&gt;
&lt;br /&gt;
Una vez descrito el proyecto por encima, os dejo algunas fotos y notas de mi particular montaje.&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 85%;&quot;&gt;Componentes mínimos necesarios. El circuito impreso &lt;/span&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;y componentes también &lt;/span&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;los vende un &lt;a href=&quot;http://stores.ebay.es/Blekok-Ham-and-Audio-Parts-Kits-DIY&quot; target=&quot;_blank&quot;&gt;indonesio por eBay&lt;/a&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3jsNdFOQWjmldc0GJRGs7HQA4hngVepw4TXOxQCS3UBIniAxjGCOwzqidbf5mr5Efvdx-aDDkdoatXXkbSawFXH58jstp5cQ1VbswKDOTsiQiTivUNEbl8wsdimbf6x-dxqhtAiGwrzrJ/s1600-h/P7230001.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh3jsNdFOQWjmldc0GJRGs7HQA4hngVepw4TXOxQCS3UBIniAxjGCOwzqidbf5mr5Efvdx-aDDkdoatXXkbSawFXH58jstp5cQ1VbswKDOTsiQiTivUNEbl8wsdimbf6x-dxqhtAiGwrzrJ/s400/P7230001.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5234460926841119506&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 85%;&quot;&gt;Transformador de 18-0-18v. Curioso detalle del campo electromagnético dispersado. Por algo usarán transformadores toroidales en los equipos de alta gama, no? Siempre sería una buena opción si no nos duele el bolsillo en plena crisis, perdón, etapa de dificultades económicas...xD. Aunque, bueno, a niveles medios y altos de potencia, que es para lo que lo utilizaremos, no se apreciará el famoso &lt;a href=&quot;http://en.wikipedia.org/wiki/Mains_hum&quot;&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;hum&lt;/span&gt;&lt;/a&gt; inducido.&lt;/span&gt;&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGJjdFNmBBJ_vkWDsM2W4EHybHtvFFUIHyBdpdCcRppa3c9dc5xxUhwS0VnObxH_9XiEx67oy7bl3HT_tTiDDGWfC0-o136DNfa0DXYVyiaWrkhM5AlXZ7Q8KvjjKShan-UZldeyW9C9LV/s1600-h/P8010065.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGJjdFNmBBJ_vkWDsM2W4EHybHtvFFUIHyBdpdCcRppa3c9dc5xxUhwS0VnObxH_9XiEx67oy7bl3HT_tTiDDGWfC0-o136DNfa0DXYVyiaWrkhM5AlXZ7Q8KvjjKShan-UZldeyW9C9LV/s400/P8010065.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5234464698924502034&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 85%;&quot;&gt;Amplificador ya ensamblado. Se puede apreciar el detalle de la lámina metálica entre el &lt;span style=&quot;font-style: italic;&quot;&gt;trafo &lt;/span&gt;y el circuito impreso para aislarlo del campo magnético en la medida de lo posible. &lt;/span&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Obviamente, lo ideal hubiese sido una caja el doble de grande ó un trafo mejor electromagnéticamente aislado.&lt;/span&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Como &lt;span style=&quot;font-weight: bold;&quot;&gt;nota importante&lt;/span&gt;, no hay que olvidar aislar eléctricamente, con &lt;a href=&quot;http://es.wikipedia.org/wiki/Mica&quot;&gt;mica&lt;/a&gt; o similares, los integrados, cuya aleta metálica está en tensión, del radiador de aluminio, conectado habitualmente a masa.&lt;/span&gt; &lt;span style=&quot;font-size: 85%;&quot;&gt;También es buena práctica dotar las entradas y salidas del transformador con algún fusible para evitarse desagradables sustos.&lt;/span&gt; &lt;span style=&quot;font-size: 85%;&quot;&gt;Por lo demás, el montaje no es muy complejo y aquí ya empieza a trabajar la creatividad de cada uno ;).&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTIoziNhAu4pwTI-GnXirybxJrbaIk32Cp6Le556OfMhLX06ibg_MrALEr8gNBp_LCaKw4Vr3xacd043OJnlMRFG09igl7DRk0giP_RFev2L_SSaL6g57hpiUAqbkkBqyfGISBWTRg8t2C/s1600-h/P8010069.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTIoziNhAu4pwTI-GnXirybxJrbaIk32Cp6Le556OfMhLX06ibg_MrALEr8gNBp_LCaKw4Vr3xacd043OJnlMRFG09igl7DRk0giP_RFev2L_SSaL6g57hpiUAqbkkBqyfGISBWTRg8t2C/s400/P8010069.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5234711148563448642&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;       &lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 85%;&quot;&gt;&lt;br /&gt;Acabados y serigrafía castiza&lt;/span&gt;.&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9yADLn29lsKv9puA0k-1gWFYz2l0ZNCXDUqIjZeshzuzOMW-gS9HYbb81ZABnyvpO0ALK0MJS2Ae2y2Dpij2zf3Hku9b_6q06uxdpPsy4niSfATsbOzViBejGx9eHOqiT2Q83nSi3x7da/s1600-h/P8010078.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg9yADLn29lsKv9puA0k-1gWFYz2l0ZNCXDUqIjZeshzuzOMW-gS9HYbb81ZABnyvpO0ALK0MJS2Ae2y2Dpij2zf3Hku9b_6q06uxdpPsy4niSfATsbOzViBejGx9eHOqiT2Q83nSi3x7da/s400/P8010078.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5234487209008830066&quot; style=&quot;cursor: pointer; height: 215px; width: 287px;&quot; /&gt;&lt;/a&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYeIIVXurVfopBAlNN0GayPsgxz-OyeGNGr6nVJBaVLsligRjdSYSQuFBXymCSk3Gp-fJVlm_Qiettwvv29qhur6_drBJpgy4JKbHpApj1WLbamvmxZ3dZp7XCpcB5hvy0vEhwHFHkBg2g/s1600-h/P8010082.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYeIIVXurVfopBAlNN0GayPsgxz-OyeGNGr6nVJBaVLsligRjdSYSQuFBXymCSk3Gp-fJVlm_Qiettwvv29qhur6_drBJpgy4JKbHpApj1WLbamvmxZ3dZp7XCpcB5hvy0vEhwHFHkBg2g/s400/P8010082.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5234486922571096050&quot; style=&quot;cursor: pointer; height: 215px; width: 290px;&quot; /&gt;&lt;/a&gt;         &lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhYeIIVXurVfopBAlNN0GayPsgxz-OyeGNGr6nVJBaVLsligRjdSYSQuFBXymCSk3Gp-fJVlm_Qiettwvv29qhur6_drBJpgy4JKbHpApj1WLbamvmxZ3dZp7XCpcB5hvy0vEhwHFHkBg2g/s1600-h/P8010082.JPG&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUsz3i7DbHKOHsN1mLF-Jn1saigzRZql1wu3TB3vOc0GIYyGZrVYEjjiK0Z0yw-qZUkgwYOqgi05rVqnPtO_lQmz6g8z7XHS2eJpCC1ZLvnzop8jIH_kYYXWy4Imh1hWDLygnIy7S1CpPa/s1600-h/P8150143.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUsz3i7DbHKOHsN1mLF-Jn1saigzRZql1wu3TB3vOc0GIYyGZrVYEjjiK0Z0yw-qZUkgwYOqgi05rVqnPtO_lQmz6g8z7XHS2eJpCC1ZLvnzop8jIH_kYYXWy4Imh1hWDLygnIy7S1CpPa/s400/P8150143.JPG&quot; id=&quot;BLOGGER_PHOTO_ID_5234885904896002994&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Referencias bibliográficas:&lt;/span&gt;&lt;/span&gt;&lt;a href=&quot;http://www.inictel.gob.pe/publicaciones/rvargas/red-activa.htm&quot;&gt;&lt;br /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;a href=&quot;http://intranet.inictel-uni.edu.pe/cidtel//cidtel/contenido/Publicaciones/rvargas/Red_Activa_de_Control_de_Tono.pdf&quot; target=&quot;_blank&quot;&gt;VARGAS PATRÓN, R. &quot;&lt;span style=&quot;font-weight: bold;&quot;&gt;Red Activa de Control de Tono.&lt;/span&gt;&quot;  Technical report. &lt;span style=&quot;font-style: italic;&quot;&gt;Publicación INICTEL-UNI&lt;/span&gt;, Enero 2002.&lt;/a&gt; (artículo completo)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;PERTENECE J., A. &lt;span style=&quot;font-style: italic;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Amplificadores operacionales   y filtros activos.&lt;/span&gt; &lt;/span&gt;&lt;span class=&quot;autolink&quot; style=&quot;font-style: italic;&quot;&gt;Teoría&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt;, &lt;/span&gt;&lt;span class=&quot;autolink&quot; style=&quot;font-style: italic;&quot;&gt;proyectos&lt;/span&gt;&lt;span style=&quot;font-style: italic;&quot;&gt; y aplicaciones prácticas&lt;/span&gt;.   McGraw-Hill, 1990. 295p. ISBN 9788476156605. (sugerencia: red p2p)&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;a href=&quot;http://www.monografias.com/trabajos45/amplificadores-operacionales/amplificadores-operacionales.shtml&quot;&gt;PITA, M. &quot;&lt;span style=&quot;font-weight: bold;&quot;&gt;Amplificadores operacionales.&lt;/span&gt;&quot; Documento &lt;span style=&quot;font-style: italic;&quot;&gt;monografias.com&lt;/span&gt;, Marzo 2007.&lt;/a&gt; (artículo completo)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;a href=&quot;http://books.google.es/books?id=6MBl8qTL8g8C&amp;amp;printsec=frontcover&quot; target=&quot;_blank&quot;&gt;ESPÍ LÓPEZ, J. &lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;Fundamentos de electrónica analógica&lt;/span&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;.&lt;/span&gt; Colaborador: Camps Valls, Gustavo; Muñoz Marí, Jordi. 1a ed. Valencia: Publicacions de la UV, 2006. 402 p. ISBN 9788437065601.&lt;/a&gt; &lt;/span&gt;&lt;span style=&quot;font-size: 78%;&quot;&gt;(accesible sólo vista previa)&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;bookinfo_section_line book_title_line&quot;&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
By &lt;span style=&quot;font-weight: bold;&quot;&gt;David&lt;/span&gt;. &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/4714726571637581872' title='5 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/4714726571637581872'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/4714726571637581872'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/08/proyecto-3-amplificador-de-2x33w-con.html' title='Proyecto 3: Amplificador de 2x33w con preamplificador.'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmTfMjMXfTn-WpG2D6L4pTifmS5u74e12Sgp1STRerika2rfZMbjNHD80XaYDwuoJ3Ena64J1A2GTKGCGg52QFqUXLUqJQaZsiS9r86_8HJ4uxQwxAXLfyOKew3pmhFKz8EY5I__69Pdi_/s72-c/P7250035.JPG" height="72" width="72"/><thr:total>5</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-8050178723946421954</id><published>2008-06-24T22:17:00.012+02:00</published><updated>2008-08-11T02:42:44.680+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="WTF"/><title type='text'>WTF!! (nº2)</title><content type='html'>&lt;div style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;ATENCIÓN NOTICIÓN!! Ni &lt;a href=&quot;http://es.wikipedia.org/wiki/Relatividad&quot;&gt;relatividad&lt;/a&gt;, ni &lt;a href=&quot;http://es.wikipedia.org/wiki/Cuerdas_c%C3%B3smicas&quot;&gt;teoría de cuerdas&lt;/a&gt;, ni &lt;a href=&quot;http://es.wikipedia.org/wiki/Gravedad_cu%C3%A1ntica&quot;&gt;teoría cuántica de la gravedad&lt;/a&gt;, nada de eso. La solución era mucho mas simple de lo que parecía. Ni p-branas, ni universos paralelos, ni el famoso &lt;a href=&quot;http://es.wikipedia.org/wiki/Bos%C3%B3n_de_Higgs&quot;&gt;Bosón de Higgs&lt;/a&gt;. Un modesto estudiante de ingeniería industrial ha descubierto la ecuación fundamental de la naturaleza, la que es capaz de explicar todas las fuerzas elementales observadas que gobiernan nuestro universo. Y es tan sencilla como esta:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk_20zZ0eEpzStQXrvJYcBPDdZoWOcSSBueDXCVfs8VRiKgr9l299hA9uwJkwAUlJY5_Ip_QhaTHJjrNwgU7ZJG9pP5l3Aorx0rRwmZM-Yhr6Bh5aYjhbOxVcKIuRBZVyseaxFnWrUH4K4/s1600-h/Pi.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk_20zZ0eEpzStQXrvJYcBPDdZoWOcSSBueDXCVfs8VRiKgr9l299hA9uwJkwAUlJY5_Ip_QhaTHJjrNwgU7ZJG9pP5l3Aorx0rRwmZM-Yhr6Bh5aYjhbOxVcKIuRBZVyseaxFnWrUH4K4/s400/Pi.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5215547521543635074&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;¬¬, este señor, en un futuro indeterminado (&lt;strike&gt;hachazo&lt;/strike&gt;), diseñará máquinas, circuitos y hasta naves industriales, aunque con sus matemáticas es posible que salga todo torcido, es decir, que por ejemplo diseñe un sistema de bombeo y al contruirlo surja una...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhotYC9CVDsdQ1Mh3DIvzqpIm3SeAw6l4iR4Nif6x8A7DkZFEa-ql11eq5w8WvYBqZ64fQ6BNf4sx23CvIWJT9iVkHEwowP8GXlhqdMogTkoRulr92rrxTGQpd8BvUrmER9Ky-CZal-yrJ_/s1600-h/h.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhotYC9CVDsdQ1Mh3DIvzqpIm3SeAw6l4iR4Nif6x8A7DkZFEa-ql11eq5w8WvYBqZ64fQ6BNf4sx23CvIWJT9iVkHEwowP8GXlhqdMogTkoRulr92rrxTGQpd8BvUrmER9Ky-CZal-yrJ_/s400/h.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5215552109640919266&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;...poya hidráulica!!.&lt;br /&gt;&lt;br /&gt;PD: Perdón por este surrealista post. Pronto mas. Saludos!!&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;...By Pablo&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/8050178723946421954' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/8050178723946421954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/8050178723946421954'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/06/wtf-n2.html' title='WTF!! (nº2)'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhk_20zZ0eEpzStQXrvJYcBPDdZoWOcSSBueDXCVfs8VRiKgr9l299hA9uwJkwAUlJY5_Ip_QhaTHJjrNwgU7ZJG9pP5l3Aorx0rRwmZM-Yhr6Bh5aYjhbOxVcKIuRBZVyseaxFnWrUH4K4/s72-c/Pi.JPG" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-7119658037537959450</id><published>2008-06-20T23:07:00.008+02:00</published><updated>2008-06-21T00:41:40.030+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemáticas"/><title type='text'>Curiosas superficies (matemáticas por supuesto, o qué pensabais? xD)</title><content type='html'>Esto no lo estudié en ninguna de las clases de matemáticas que he tenido, pero por puro interés &lt;strike&gt;frikismo&lt;/strike&gt; uno acaba conociéndolo y es muy probable que os suene.&lt;br /&gt;&lt;br /&gt;Una superficie curiosa es la banda de &lt;a href=&quot;http://es.wikipedia.org/wiki/Banda_de_M%C3%B6bius&quot;&gt;Möbius&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Se trata de una superficie que tiene la propiedad de poseer una sola cara. Creía que las ecuaciones que modelan un banda de Móbius serían bastante complejas, pero resulta que esto no es asi, y que mediante tres ecuaciones en forma paramétrica (una por dimensión), se puede representar facilmente, tal y como dice wikipedia. Así que introduciendo dichas ecuaciones en el Methematica el resultado es el siguiente.&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfB6SrLoVNF5erkVFdnRqwdGbnZX2f-flFUJnftgxp2RqqbSQezBd-0ZCqdlHM0lCLGL5PsFXzES5lsUOD707NBYCASXRvG7mDe5PwrXUzgomDsTpBnZ7GDgYDb7FKppcsdjT1exaSEyjR/s1600-h/M%C3%B6bius.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfB6SrLoVNF5erkVFdnRqwdGbnZX2f-flFUJnftgxp2RqqbSQezBd-0ZCqdlHM0lCLGL5PsFXzES5lsUOD707NBYCASXRvG7mDe5PwrXUzgomDsTpBnZ7GDgYDb7FKppcsdjT1exaSEyjR/s400/M%C3%B6bius.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5214078590046973042&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;Simplemente recorriendo la superficie con la vista se puede comprobar facilmente eso de que solo tiene una cara.&lt;br /&gt;&lt;br /&gt;Otra superficie interesante es la &lt;a href=&quot;http://es.wikipedia.org/wiki/Botella_de_Klein&quot;&gt;Botella de Klein&lt;/a&gt;.&lt;br /&gt;&lt;br /&gt;Su peculiaridad reside en que se trata de una especie de botella donde no se puede distinguir entre la superficie de fuera y la de dentro. Una representación en tres dimensiones es la siguiente (no he encontrado un conjunto de ecuaciones sencillas para poder representarla con el Mathematica).&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM9l8Qa0Sua1q_uQ_4OWH_F4la1LYfxdBHJa6v0_EfH_pQYdvHKPQIh6VjPx_UZFrmp_Ejsh8NL0CgGPgApjXtM78IiCC2G4mQzHhw_pyNIqLhzZbgmdEasqZo7r_OqZ5lMf0HfoWdb3fD/s1600-h/06.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgM9l8Qa0Sua1q_uQ_4OWH_F4la1LYfxdBHJa6v0_EfH_pQYdvHKPQIh6VjPx_UZFrmp_Ejsh8NL0CgGPgApjXtM78IiCC2G4mQzHhw_pyNIqLhzZbgmdEasqZo7r_OqZ5lMf0HfoWdb3fD/s400/06.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5214086525018925874&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;Como se puede ver en la figura, para que la cara de dentro sea la misma que la de fuera, la superficie tiene que atravesarse a si misma por un agujero. Por definición esto no puede suceder, motivo por el cual la representación anterior NO es rigurosamente una botella de Klein, pero si es lo mas parecido que se puede representar, ya que se necesitan cuatro dimensiones para representar una botella de Klein de manera que no se distingan las caras interior y exterior y tampoco se atraviese la superficie a si misma... Exacto, es tan dificil de imaginar como imposible (bueno, un poco mas imposible xD), solo &quot;dios&quot; y &lt;a href=&quot;http://www.frikipedia.es/friki/Chuck_Norris&quot;&gt;Chuck Norris&lt;/a&gt; pueden pensar e imaginar en R^n , donde n&gt;3.&lt;br /&gt;&lt;br /&gt;Y todo esto, a parte de ser molón, tiene alguna aplicación ingenieril?? Pues no evidentemente la respuesta es si, en concreto la banda de Möbius. En sistemas donde se utilicen cintas convencionales que rueden sujetas por cilindros (por ejemplo una cinta transportadora), la superficie que roza con los cilindros es siempre la misma, en cambio, en determinadas circunstancias puede ser interesante considerar colocar la cinta a modo de banda de Möbius de manera que &quot;las dos caras&quot; (falso ya que solo tiene una) sufran rozamiento, por lo que en una vuelta completa la cinta recorre el doble de distancia (comparado con la cinta convencional) y el rozamiento queda repartido por esa única cara que tiene.&lt;br /&gt;&lt;br /&gt;Y esto es todo por hoy damas y caballeros, espero que les haya parecido interesante. Nos vemos dentro de poco. Saludoss!!&lt;br /&gt;&lt;br /&gt;...By &lt;span style=&quot;font-weight: bold;&quot;&gt;Pablo&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/7119658037537959450' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/7119658037537959450'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/7119658037537959450'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/06/curiosas-superficies-matemticas-por.html' title='Curiosas superficies (matemáticas por supuesto, o qué pensabais? xD)'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhfB6SrLoVNF5erkVFdnRqwdGbnZX2f-flFUJnftgxp2RqqbSQezBd-0ZCqdlHM0lCLGL5PsFXzES5lsUOD707NBYCASXRvG7mDe5PwrXUzgomDsTpBnZ7GDgYDb7FKppcsdjT1exaSEyjR/s72-c/M%C3%B6bius.JPG" height="72" width="72"/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-3942009610523461969</id><published>2008-06-19T12:59:00.005+02:00</published><updated>2008-06-19T13:18:43.503+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="WTF"/><title type='text'>WTF!!</title><content type='html'>Escuchando el otro día un poco de música de la radio del tag &quot;Jazz&quot;,  llego a una canción un tanto extraña de un grupo no demasiado conocido. Algo de jazz moderno que no si merece un tag tan... &quot;peculiar&quot;.&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: center;&quot;&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKwUS0nLon8PANpoo6jbkjk9iB2NA6i-gUKwyng7ZEJlRtC4nZNO7B0jSyimwWOrbidhSDRo7gNmcHke7o6Tq_q5sKAlHjdebWEcIZu5N-seqQcHJf13qvjriJpaEMbz5dcN56ea9-X0pI/s1600-h/Aisha+duo.JPG&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKwUS0nLon8PANpoo6jbkjk9iB2NA6i-gUKwyng7ZEJlRtC4nZNO7B0jSyimwWOrbidhSDRo7gNmcHke7o6Tq_q5sKAlHjdebWEcIZu5N-seqQcHJf13qvjriJpaEMbz5dcN56ea9-X0pI/s400/Aisha+duo.JPG&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5213547627243856098&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;PD (o será &lt;a href=&quot;http://es.wikipedia.org/wiki/Post_scriptum&quot;&gt;PS&lt;/a&gt;?): Por fin ya estamos en la recta final del periodo de exámenes!!&lt;br /&gt;&lt;br /&gt;...By &lt;span style=&quot;font-weight: bold;&quot;&gt;Pablo&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/3942009610523461969' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/3942009610523461969'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/3942009610523461969'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/06/wtf.html' title='WTF!!'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiKwUS0nLon8PANpoo6jbkjk9iB2NA6i-gUKwyng7ZEJlRtC4nZNO7B0jSyimwWOrbidhSDRo7gNmcHke7o6Tq_q5sKAlHjdebWEcIZu5N-seqQcHJf13qvjriJpaEMbz5dcN56ea9-X0pI/s72-c/Aisha+duo.JPG" height="72" width="72"/><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-7644104632984817801</id><published>2008-05-16T22:58:00.008+02:00</published><updated>2008-08-25T22:51:48.821+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>Ya están aquí!!!</title><content type='html'>Una sombra se acerca cada vez mas, la hemos ido ignorando pero poco a poco se va definiendo en nuestro subconsciente haciéndonos sentir culpables cuando hacemos algo que no es estudiar. Pronto, cuando arranquemos la hoja de Mayo del calendario, tomaremos plena conciencia de lo que la proyecta, pero entonces ya será demasiado tarde...&lt;br /&gt;&lt;br /&gt;&lt;a onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot; href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQAKUx2vAXgUH-tkS6Vlop7QnQcweAs4pnNFTqPUH1jf6McLunoHbl77e-UsaQvGYCIC2SS8yCoUPTl8aPpsZl3__tSPkog_peDkVrqpwaNzzYQ6qL0EeKfgic7GzQhpYnM94DiqPN50pk/s1600-h/examenes20mierderos2nx3.jpg&quot;&gt;&lt;img style=&quot;margin: 0px auto 10px; display: block; text-align: center; cursor: pointer;&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQAKUx2vAXgUH-tkS6Vlop7QnQcweAs4pnNFTqPUH1jf6McLunoHbl77e-UsaQvGYCIC2SS8yCoUPTl8aPpsZl3__tSPkog_peDkVrqpwaNzzYQ6qL0EeKfgic7GzQhpYnM94DiqPN50pk/s400/examenes20mierderos2nx3.jpg&quot; alt=&quot;&quot; id=&quot;BLOGGER_PHOTO_ID_5201090172304037794&quot; border=&quot;0&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style=&quot;text-align: left;&quot;&gt;Ya están a la vuelta de la esquina y absorben todo nuestro tiempo (entre otras cosas xD), como una especie de agujero negro, por lo que no encontramos el momento de actualizar. Paciencia y a estudiar.&lt;br /&gt;Nos vemos dentro de no demasiado, deseadnos suerte!!!&lt;br /&gt;&lt;br /&gt;...By &lt;span style=&quot;font-weight: bold;&quot;&gt;Pablo&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/7644104632984817801' title='7 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/7644104632984817801'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/7644104632984817801'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/05/una-sombra-se-acerca-cada-vez-mas-la.html' title='Ya están aquí!!!'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQAKUx2vAXgUH-tkS6Vlop7QnQcweAs4pnNFTqPUH1jf6McLunoHbl77e-UsaQvGYCIC2SS8yCoUPTl8aPpsZl3__tSPkog_peDkVrqpwaNzzYQ6qL0EeKfgic7GzQhpYnM94DiqPN50pk/s72-c/examenes20mierderos2nx3.jpg" height="72" width="72"/><thr:total>7</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-3365425920803928230</id><published>2008-04-29T00:18:00.063+02:00</published><updated>2015-08-30T03:48:17.626+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><title type='text'>Proyecto 1: Amplificador de 100w (3ª parte)</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Hola!. Aquí estamos de nuevo ya con la parte final de este proyecto. Al final decidimos ensamblar, por ahora, sólo el módulo del amplificador y dejar el &lt;a href=&quot;http://es.wikipedia.org/wiki/Preamplificador&quot;&gt;preamplificador&lt;/a&gt;, &lt;a href=&quot;http://en.wikipedia.org/wiki/VU_meter&quot;&gt;vu-meters&lt;/a&gt;,... para próximos proyectos.&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Recapitulando, estamos montando un &lt;span style=&quot;font-weight: bold;&quot;&gt;amplificador de 100watios&lt;/span&gt; &lt;a href=&quot;http://es.wikipedia.org/wiki/Valor_eficaz&quot;&gt;eficaces&lt;/a&gt; (o rms) con muy baja &lt;a href=&quot;http://es.wikipedia.org/wiki/Distorsi%C3%B3n_arm%C3%B3nica&quot;&gt;distorsión&lt;/a&gt; y gracias al operacional LM12. El fabricante asegura &lt;span style=&quot;font-style: italic;&quot;&gt;80w al 0.01%THD&lt;/span&gt;, aunque se le pueden sacar hasta &lt;span style=&quot;font-style: italic;&quot;&gt;150w sobre cargas de 2 ohm&lt;/span&gt; pero ya al límite de su capacidad. El circuito lo podemos encontrar aquí debajo. Éste es una ligera variante del &lt;a href=&quot;http://www.national.com/opf/LM/LM12CL.html&quot;&gt;recomendado por el fabricante&lt;/a&gt; con el que se obtiene suficiente ganancia (23dB) sin requerir de un amplificador previo excepcional,  (&lt;a href=&quot;http://es.wikipedia.org/wiki/Nivel_de_linea&quot;&gt;nivel de línea&lt;/a&gt; de almenos 0.9V&lt;span style=&quot;font-size: 78%;&quot;&gt;RMS&lt;span style=&quot;font-size: 130%;&quot;&gt; para obtener los 100W sobre 4 ohm&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: 130%;&quot;&gt;):&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCQo-aNksn3vjJh5TpcaR5ZnsxBHM2ymOa4QInh3IAKQeV8porR8iy8HoDRhfbsVA0tiJ-qRQRbyJIJ9W2RiCGz6fcIrRKuduiVBuuoFbxC-8DjK8kQZZ-HQUnkmynRLwM-TAJywbMgcCx/s1600-h/amplificator-audio-150w-monocip+LM12.gif&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194516102876256626&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCQo-aNksn3vjJh5TpcaR5ZnsxBHM2ymOa4QInh3IAKQeV8porR8iy8HoDRhfbsVA0tiJ-qRQRbyJIJ9W2RiCGz6fcIrRKuduiVBuuoFbxC-8DjK8kQZZ-HQUnkmynRLwM-TAJywbMgcCx/s400/amplificator-audio-150w-monocip+LM12.gif&quot; style=&quot;cursor: pointer; height: 172px; width: 225px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;Tomado prestado de electroschematics.com&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para la &lt;span style=&quot;font-weight: bold;&quot;&gt;fuente de alimentación &lt;/span&gt;(para cada canal) simplemente usamos un &lt;span style=&quot;font-style: italic;&quot;&gt;trafo &lt;/span&gt;con toma central (25-0-25Vac) capaz de dar 4A (200VA), un puente rectificador de unos 6A y un par de filtros de 10miliFaradios. Así alimentamos el integrado a +-34Vcc.&lt;br /&gt;
&lt;br /&gt;
A continuación os muestro fotografías con las diversas &lt;span style=&quot;font-weight: bold;&quot;&gt;etapas del montaje&lt;/span&gt;. En ellas podemos apreciar la sencillez del amplificador en sí.&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Improvisado &#39;Laboratorio&#39; en la habitación.&lt;/span&gt; La de veces que tuve que escuchar a mi abuela &quot;...te vas a asfixiar con esos humos!&quot;, la de razón que tenía xDD. Os recomiendo que os bajéis al garaje, terraza o similar y no seáis tan perros como yo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCx0ZC0ENvv6kBVthiVkLYPbaGXuks-2Av_H0ROMB4CvCGOluYuXOJMv-wx2WRonJR4FpwHc_C1FFTuHeozm_W4s0X55-WsbHpq2L1W1L9RJscP_fJ0X5E30O8FTJpuwqCjbPgxqELNp2d/s1600-h/P4270148.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194683323132959154&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCx0ZC0ENvv6kBVthiVkLYPbaGXuks-2Av_H0ROMB4CvCGOluYuXOJMv-wx2WRonJR4FpwHc_C1FFTuHeozm_W4s0X55-WsbHpq2L1W1L9RJscP_fJ0X5E30O8FTJpuwqCjbPgxqELNp2d/s400/P4270148.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Módulo de componentes pasivos del amplificador.&lt;/span&gt; El detalle de las bobinas está un &lt;a href=&quot;http://pitercios.blogspot.com/2008/04/proyecto-1-amplificador-de-100w-2-parte.html&quot;&gt;&#39;post&#39; anterior&lt;/a&gt;. Los grandes filtros y diodos de protección es mejor montarlos fuera de la placa, ya que llevarán bastante intensidad.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWaiV7KKaoX3n8XN6OP5pB2c4Rhv7MFryM15wGPYMe3T0Y7P2zt8Ynttf6mfj197Csg8pHV0tSiRxbyKL8-kLdVjaUgKQSfVxH2ZYAItcZh_BOG6TlDWzgHHvooOg1KAh8tW_6he4MLWmJ/s1600-h/P4270150.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194512602477910338&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWaiV7KKaoX3n8XN6OP5pB2c4Rhv7MFryM15wGPYMe3T0Y7P2zt8Ynttf6mfj197Csg8pHV0tSiRxbyKL8-kLdVjaUgKQSfVxH2ZYAItcZh_BOG6TlDWzgHHvooOg1KAh8tW_6he4MLWmJ/s400/P4270150.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Aquí vemos a las &lt;span style=&quot;font-weight: bold;&quot;&gt;bestias del equipo (&lt;/span&gt;&lt;a href=&quot;http://www.national.com/ds.cgi/LM/LM12CL.pdf&quot; style=&quot;font-weight: bold;&quot;&gt;LM12clk&lt;/a&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;)&lt;/span&gt; en sus respectivos radiadores. Se recomiendan de mayor tamaño. No olvidar aislar eléctricamente los integrados del radiador con &lt;a href=&quot;http://es.wikipedia.org/wiki/Mica&quot;&gt;mica&lt;/a&gt; o similares.&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUrpV0vFJCI2qWNA8bEm0ImV95x30sSSBEEq34U8d2zBxmkm6S5Q37EGd3t4PP2V0FQlon7jtfXWVAW2s61QtjbgYs979xGedYE1PBv-jW984RJk5agZcRjSyiJwpZR1DcIhvcFsdei1jQ/s1600-h/P4270151.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194512606772877650&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhUrpV0vFJCI2qWNA8bEm0ImV95x30sSSBEEq34U8d2zBxmkm6S5Q37EGd3t4PP2V0FQlon7jtfXWVAW2s61QtjbgYs979xGedYE1PBv-jW984RJk5agZcRjSyiJwpZR1DcIhvcFsdei1jQ/s400/P4270151.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;Alimentación&lt;/span&gt;: &lt;a href=&quot;http://es.wikipedia.org/wiki/Transformador&quot;&gt;Trafo&lt;/a&gt;, &lt;a href=&quot;http://es.wikipedia.org/wiki/Rectificador&quot;&gt;puente&lt;/a&gt;, &lt;a href=&quot;http://es.wikipedia.org/wiki/Filtro_de_condensador&quot;&gt;filtros&lt;/a&gt; y nada más.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHtclGYraMn3RbJ4yZS_hTb6hoczrgFCpEHPhgBcUrhg6SOv5YXZE1B8tBmQcEfP1bRsEG9WUGNHwOfrMAWEoJd4ycRFvT6Z-cTjJ_2VV-HLsFnJHqTHG21nDHvrk5bEw5vRN_pQ0yg7Jw/s1600-h/P4270156.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194683683910212034&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhHtclGYraMn3RbJ4yZS_hTb6hoczrgFCpEHPhgBcUrhg6SOv5YXZE1B8tBmQcEfP1bRsEG9WUGNHwOfrMAWEoJd4ycRFvT6Z-cTjJ_2VV-HLsFnJHqTHG21nDHvrk5bEw5vRN_pQ0yg7Jw/s400/P4270156.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYlsAvSq5CRR6mXvLlf-K7NKGOHH4HBel3uk5SZaE2msObqAhahXbQRHJGY_KLvOOcYnyJR2tY3jErSXWjHOJC-g7Krtq6w6MrphIaejA8fDb9Z9_pIt1xZDVL4kFg9DknEI-J18cQyyXW/s1600-h/P4280177.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194762904581986802&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYlsAvSq5CRR6mXvLlf-K7NKGOHH4HBel3uk5SZaE2msObqAhahXbQRHJGY_KLvOOcYnyJR2tY3jErSXWjHOJC-g7Krtq6w6MrphIaejA8fDb9Z9_pIt1xZDVL4kFg9DknEI-J18cQyyXW/s400/P4280177.JPG&quot; style=&quot;cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;&quot; /&gt;&lt;/a&gt;Aquí podemos observar el &lt;span style=&quot;font-weight: bold;&quot;&gt;montaje definitivo del amplificador&lt;/span&gt;.&lt;br /&gt;
&lt;br /&gt;
Lo recomendable hubiese sido utilizar una caja de mayor tamaño para distribuir los elementos de forma más separada, y que así interfieran menos unos con otros. De todas formas, nosotros con este montaje no tuvimos problemas de interferencias ni ruidos de ningún tipo. Posiblemente al haber usado un buen transformador, aislado mediante chapas metálicas, con la mínima dispersión posible de su campo magnético.&lt;br /&gt;
&lt;br /&gt;
Una buena&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt; &lt;/span&gt;&lt;/span&gt;recomendación para evitar ruidos&lt;/span&gt; en amplificadores siempre ha sido llevar la distintas masas del circuito POR SEPARADO hasta un ÚNICO punto de masa común, por ejemplo, en el chasis, donde las unamos todas y, de este modo, evitar los posibles &lt;a href=&quot;http://es.wikipedia.org/wiki/Bucle_de_masa&quot;&gt;bucles de masa&lt;/a&gt;. Además también es recomendable que las lineas de alimentación hasta el integrado no excedan de 15cm y, de ser así, se deben poner unos filtros adicionales cerca del propio integrado. También, y en general, cuanta menor longitud de cable en las conexiones mejor.&lt;br /&gt;
&lt;br /&gt;
Otro apunte importante es dotar a la &lt;span style=&quot;font-weight: bold;&quot;&gt;fuente de alimentación&lt;/span&gt; de un par de fusibles para ahorrarnos algún que otro susto. Gracias a ellos pudimos evitar daños mayores, ya que, en una de las ocasiones, tuvimos una derivación por el chasis con unos buenos pertardeos xD (el espíritu &lt;a href=&quot;http://www.youtube.com/watch?v=pzEJyMScU1A&quot;&gt;fallero&lt;/a&gt;).&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0CoFcZ-HnpwRKVaA86acF9orHfkzKIaYSr_X6cDYutlTinF0C8V32lWPrBwgRhyphenhypheng1I0iEYQG8QWvLGIRsIH-PUgYuFOt7CwD2z4UL0eZAY7tvAYG4Eh3oAZ04W5Hg-Qq6E0Uc8f6aStyv/s1600-h/P4280179.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5194762908876954114&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0CoFcZ-HnpwRKVaA86acF9orHfkzKIaYSr_X6cDYutlTinF0C8V32lWPrBwgRhyphenhypheng1I0iEYQG8QWvLGIRsIH-PUgYuFOt7CwD2z4UL0eZAY7tvAYG4Eh3oAZ04W5Hg-Qq6E0Uc8f6aStyv/s400/P4280179.JPG&quot; style=&quot;cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;&quot; /&gt;&lt;/a&gt;En esta fotografía observamos el ventilador que necesitamos para refrigerar convenientemente el integrado de potencia, ya que, reparando (como siempre) en gastos, nos quedamos también cortos de radiadores, aunque, en este caso ya era predecible :P.&lt;br /&gt;
&lt;br /&gt;
A continuación dejaré unos vídeos de los varios ensayos que le hicimos al amplificador hasta incluso a 1Hz. Se puede apreciar al altavoz moviéndose lentamente, sólo que yo no oía nada... me estaré quedando sordo? aiii que chispa xDD.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
Altavoz cargado con senos de 5Hz. Preciosos senos ;D&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;301&#39; height=&#39;250&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dyFPQXFnbae_5lmNP3_eBre4HCHvIZekkVdI1sKVPCyj93Iawcb73DL5dsCSyF3RguMzJda8eQJQveTzXULzQ&#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 style=&quot;text-align: center;&quot;&gt;
Prueba del amplificador a baja potencia previa al ensamblaje en chasis.&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;iframe allowfullscreen=&#39;allowfullscreen&#39; webkitallowfullscreen=&#39;webkitallowfullscreen&#39; mozallowfullscreen=&#39;mozallowfullscreen&#39; width=&#39;298&#39; height=&#39;248&#39; src=&#39;https://www.blogger.com/video.g?token=AD6v5dzBLMM5yhI--7ix33uUS3DJRt3s8yp7WiTVn1YGjm7zYb_f-DyfZxZ_rI0_Ju5iOrB3eE--IJCFgp8YwPXUTw&#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 style=&quot;text-align: center;&quot;&gt;
Amplificador acabado al 100% y su orgulloso hacedor.&lt;br /&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;(low gain)&lt;/span&gt;&lt;/div&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAxf_urxpxZ5ITB4kDzfp3g34i-oGP3LPQbzX-Spxg1ujg61bo3nW9uCYsWONJp_BuCDS9B6TzFWE4o2AlVLQYJvNZySi9PToklCjRggzp03NTVm9pt_qxmHStQg5gcvn4ES4EwRlib8y7/s1600-h/EL+AMPLI+Y+YO.jpg&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5196704736605919762&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiAxf_urxpxZ5ITB4kDzfp3g34i-oGP3LPQbzX-Spxg1ujg61bo3nW9uCYsWONJp_BuCDS9B6TzFWE4o2AlVLQYJvNZySi9PToklCjRggzp03NTVm9pt_qxmHStQg5gcvn4ES4EwRlib8y7/s400/EL+AMPLI+Y+YO.jpg&quot; style=&quot;cursor: pointer; display: block; height: 161px; margin: 0px auto 10px; text-align: center; width: 202px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;(high gain)&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFExijUG-tnk_oXgj3TkKvQv90vN7ciM-htpuYzQ-sPZa_No0COh_uSS7ig67NCRmQe4VmLKnWP91hHIi6-NUEUXUPKaaRxqBXhv4qbZZXpa0qtC1-J79TwNL1z474MhC5DOE7BWjN5LNH/s1600-h/P5050281.jpg&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5196704740900887074&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFExijUG-tnk_oXgj3TkKvQv90vN7ciM-htpuYzQ-sPZa_No0COh_uSS7ig67NCRmQe4VmLKnWP91hHIi6-NUEUXUPKaaRxqBXhv4qbZZXpa0qtC1-J79TwNL1z474MhC5DOE7BWjN5LNH/s400/P5050281.jpg&quot; style=&quot;cursor: pointer; display: block; height: 147px; margin: 0px auto 10px; text-align: center; width: 200px;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Hasta pronto, nos vemos con el preamp y demás.&lt;br /&gt;
&lt;br /&gt;
PD: Ya subiré algún ensayo a plena potencia en vídeo, nos falta el tiempo libre; además, tengo que buscar una buena escusa para hacer sonar eso a ciento y pico vatios... que mejor que una buena fiesta. Que placer, síii :D&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
...by &lt;span style=&quot;font-weight: bold;&quot;&gt;David&lt;/span&gt;.&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/3365425920803928230' title='12 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/3365425920803928230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/3365425920803928230'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/04/proyecto-1-amplificador-de-100w-3-parte.html' title='Proyecto 1: Amplificador de 100w (3ª parte)'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjCQo-aNksn3vjJh5TpcaR5ZnsxBHM2ymOa4QInh3IAKQeV8porR8iy8HoDRhfbsVA0tiJ-qRQRbyJIJ9W2RiCGz6fcIrRKuduiVBuuoFbxC-8DjK8kQZZ-HQUnkmynRLwM-TAJywbMgcCx/s72-c/amplificator-audio-150w-monocip+LM12.gif" height="72" width="72"/><thr:total>12</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-2336093114716841406</id><published>2008-04-27T17:32:00.009+02:00</published><updated>2015-08-28T21:53:33.476+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>Así da gusto estamparse</title><content type='html'>Simplemente impresionante el accidente de Heikki kovalainen en Montmeló debido, al parecer, a un reventón del neumático delantero izquierdo. Teniendo en cuenta la velocidad a la que iba en el momento del impacto (unos 250Km/h!!) parece un milagro que no le haya pasado nada importante. Pero no es un milagro si no una muestra de lo seguro que es actualmente este deporte. Un  accidente de este tipo hace 20 años seguro hubiera sido muchísimo peor.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;object height=&quot;355&quot; width=&quot;425&quot;&gt;&lt;param name=&quot;movie&quot; value=&quot;http://www.youtube.com/v/UcNedO_BO98&amp;amp;hl=en&quot;&gt;&lt;/param&gt;
&lt;param name=&quot;wmode&quot; value=&quot;transparent&quot;&gt;&lt;/param&gt;
&lt;embed src=&quot;http://www.youtube.com/v/UcNedO_BO98&amp;amp;hl=en&quot; type=&quot;application/x-shockwave-flash&quot; wmode=&quot;transparent&quot; width=&quot;425&quot; height=&quot;355&quot;&gt;&lt;/embed&gt;&lt;/object&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
Por otro lado Alonso ha reventado el motor (como de costumbre ha ocurrido durante la apasionante publicidad (en tele5) ) y Nelsinho Piquet tampoco ha acabado la carrera (doblete a la menos uno de Renault ¬¬).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Resumiendo, así queda la clasificación de pilotos en los primeros puestos tras el gran premio de España:&lt;br /&gt;
&lt;br /&gt;
&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; style=&quot;width: 100%px;&quot; xmlns=&quot;http://www.w3.org/1999/xhtml&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;th class=&quot;col1&quot; width=&quot;40&quot;&gt;Posición&lt;/th&gt; &lt;th class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/th&gt;&lt;th width=&quot;120&quot;&gt;Pilotos&lt;/th&gt; &lt;th class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/th&gt;&lt;th width=&quot;90&quot;&gt;Equipos&lt;/th&gt; &lt;th class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/th&gt;&lt;th class=&quot;col3&quot; width=&quot;52&quot;&gt;Puntos&lt;/th&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;1&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Kimi Raikkonen &lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Ferrari&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;29&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;2&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Lewis Hamilton &lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;McLaren&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;20&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;3&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Robert Kubica &lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;BMW Sauber&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;19&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;4&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Felipe Massa &lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Ferrari&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;18&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;5&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Nick Heidfeld  &lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;BMW Sauber&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;16&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;6&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;Heikki Kovalainen &lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td class=&quot;team&quot;&gt;McLaren&lt;/td&gt; &lt;td class=&quot;separator&quot;&gt;&lt;br /&gt;&lt;/td&gt;&lt;td&gt;14&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
Saludos y hasta otra!!&lt;br /&gt;
&lt;br /&gt;
...by &lt;span style=&quot;font-weight: bold;&quot;&gt;Pablo&lt;/span&gt;.&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/2336093114716841406' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/2336093114716841406'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/2336093114716841406'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/04/as-da-gusto-estamparse.html' title='Así da gusto estamparse'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-2671267467011532507</id><published>2008-04-22T11:35:00.003+02:00</published><updated>2015-08-28T21:53:02.922+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Off topic"/><title type='text'>Desastres (nº1)</title><content type='html'>Este tipo de cosas deben pasar, o pasan, al menos una vez en la vida. Y es que hay que ir con mucho cuidado cuando se hacen pirulas con los soldadores y tenerlos situados en el espacio mentalmente en todo momento. Ahora veréis por que lo digo.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIBQTsWEQvSsA_0keYRIO-y4OZ1X53ykR4zkOAVH5yc5HQTtXN778FfpnZdS-KP5Vb7Ad3h3aitrTlVH5DANvPSA05u1-Xk4hqVPuj1Bg3aZ16OXEfBK4WnQXZpVSfwH7kgJWg5qzcr1j7/s1600-h/DSCN0948.JPG&quot; onblur=&quot;try {parent.deselectBloggerImageGracefully();} catch(e) {}&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5192002649359931682&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIBQTsWEQvSsA_0keYRIO-y4OZ1X53ykR4zkOAVH5yc5HQTtXN778FfpnZdS-KP5Vb7Ad3h3aitrTlVH5DANvPSA05u1-Xk4hqVPuj1Bg3aZ16OXEfBK4WnQXZpVSfwH7kgJWg5qzcr1j7/s400/DSCN0948.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 78%;&quot;&gt;Detalle del desastre. Casi hubiera preferido quemarme&lt;br /&gt;un poco la mano antes que esto&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Por suerte solo ha sido superficial, pero podría haber sido muuucho peor.&lt;br /&gt;
Saludos y hasta la próxima entrega de &quot;desatres&quot;, que seguro no tardará mucho en llegar ¬¬&lt;br /&gt;
&lt;br /&gt;
...by &lt;span style=&quot;font-weight: bold;&quot;&gt;Pablo&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/2671267467011532507' title='10 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/2671267467011532507'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/2671267467011532507'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/04/desastres-n1.html' title='Desastres (nº1)'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIBQTsWEQvSsA_0keYRIO-y4OZ1X53ykR4zkOAVH5yc5HQTtXN778FfpnZdS-KP5Vb7Ad3h3aitrTlVH5DANvPSA05u1-Xk4hqVPuj1Bg3aZ16OXEfBK4WnQXZpVSfwH7kgJWg5qzcr1j7/s72-c/DSCN0948.JPG" height="72" width="72"/><thr:total>10</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7200613541897355161.post-5024116098691792992</id><published>2008-04-22T04:02:00.045+02:00</published><updated>2015-08-29T03:41:10.789+02:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Proyectos electrónica"/><title type='text'>Proyecto 1: Amplificador de 100w (2ª parte)</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
Bona nit! aquí estoy de nuevo, ahora vamos con las pruebas de este prometedor operacional de potencia &lt;a href=&quot;http://www.national.com/mpf/LM/LM12CL.html&quot; style=&quot;font-weight: bold;&quot;&gt;LM12&lt;/a&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;.&lt;/span&gt; Los ensayos los realicé con un montaje muy simple y con componentes aproximados y encontrados por casa, ya que, por ahora, solo queríamos comprobar la funcionalidad de los integrados. Recordemos que son reciclados (nuevos nos saldrían bastante caros 60-70$, la verdad, pero aun así valdrían la pena, estas &#39;chapitas&#39; al 0.01% de distorsión no son ninguna broma), y pensar que hay miles de estos por ahí abandonados, son pequeñitos diamantes :P...&lt;br /&gt;
&lt;br /&gt;
En primer lugar cuelgo el &#39;&lt;span style=&quot;font-style: italic; font-weight: bold;&quot;&gt;parlante&lt;/span&gt;&#39;, como dirían los preciados argentinos/as, para orientarnos un poco y ver que la cosa va en serio.&lt;/div&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 78%;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Imponente &#39;&lt;span style=&quot;font-style: italic;&quot;&gt;parlante&#39;&lt;/span&gt; :P de 12&quot;. Oremos...&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgHYiqh7JflQWAh560ZSFB3yw-sSyOB6Lv1xRXeVTS6pzBpRMH84i_hmUmshx1oJMvgQZQT7DzNpbgurOEXMreMIDOWakN232DBvQ9adnAKSefk5Io6O3X9Zw9kAvlw784BBcLti0E3wOj/s1600-h/P4200139.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5191890984505202914&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgHYiqh7JflQWAh560ZSFB3yw-sSyOB6Lv1xRXeVTS6pzBpRMH84i_hmUmshx1oJMvgQZQT7DzNpbgurOEXMreMIDOWakN232DBvQ9adnAKSefk5Io6O3X9Zw9kAvlw784BBcLti0E3wOj/s400/P4200139.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Bueno, ahora que ya estamos afinados, vayamos con los &lt;span style=&quot;font-weight: bold;&quot;&gt;ensayos&lt;/span&gt;. &lt;span style=&quot;font-style: italic;&quot;&gt;Protoboard &lt;/span&gt;en mano vamos colocando en ella solo los componentes para la señal débil, ya que este operacional trabaja con hasta 10 amperios y obviamente no queremos incendiarla (un día lo probaré xD, será el &lt;a href=&quot;http://www.youtube.com/watch?v=pzEJyMScU1A&quot;&gt;espíritu fallero&lt;/a&gt; que todos tenemos dentro). El resto de componentes irán directamente conectados al operacional por limpieza y seguridad.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHxLkQY7ukHCgQqTFkzoo3XggG1i9zeuxjRF8w9MZxkdD8vD9MQXMfv1McgUK_y1yWVif4-MXHeaQ10s2c_WhQHXSyA4KntkEZqTuI8qwdLpVymWPxH9ofvGtROKmmd-GuJUJRHeteC6Km/s1600-h/P4200136.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5191904548011923714&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHxLkQY7ukHCgQqTFkzoo3XggG1i9zeuxjRF8w9MZxkdD8vD9MQXMfv1McgUK_y1yWVif4-MXHeaQ10s2c_WhQHXSyA4KntkEZqTuI8qwdLpVymWPxH9ofvGtROKmmd-GuJUJRHeteC6Km/s400/P4200136.JPG&quot; style=&quot;cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;&quot; /&gt;&lt;/a&gt;Como &lt;span style=&quot;font-weight: bold;&quot;&gt;fuente de alimentación&lt;/span&gt; usamos el clásico trafo simétrico (25-0-25) con su rectificador de onda completa y los filtros que nos dan unos estables +-35v en continua, tal y como se puede cotillear en la foto.&lt;br /&gt;
&lt;br /&gt;
Para más detalles sobre el montaje, &lt;a href=&quot;http://electroschematics.com/10/lm12-150w-audio-amplifier/&quot;&gt;éste&lt;/a&gt; es el circuito que utilizamos para los ensayos, ya que tiene más ganancia que el que especifica &lt;a href=&quot;http://www.national.com/mpf/LM/LM12CL.html&quot;&gt;el fabricante&lt;/a&gt;. Este último requiere de un buen preamplificador que sólo incluiremos en el montaje definitivo. Por ahora solo queremos convencernos de que los integrados aún funcionan.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOoZe2v2y8NF_Br6rpccP5vAb8wEAWVrA-lyv_mZMgM8A5eUTOe4Eppnznw5QcvytownsvU49rrqAAhi_Ww46QjWkKA3NSCwyMrFqwOTNzmz6Bbgv2-_0nBR-YeU20V1keBegFrgfly9l0/s1600-h/P4210142.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5191903104902912242&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOoZe2v2y8NF_Br6rpccP5vAb8wEAWVrA-lyv_mZMgM8A5eUTOe4Eppnznw5QcvytownsvU49rrqAAhi_Ww46QjWkKA3NSCwyMrFqwOTNzmz6Bbgv2-_0nBR-YeU20V1keBegFrgfly9l0/s400/P4210142.JPG&quot; style=&quot;cursor: pointer; float: left; margin: 0pt 10px 10px 0pt;&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;(Nota de montaje: la bobina L1 no tiene que ser de precisión, y una buena aproximación la podemos obtener con 14 vueltas de cobre de 0.8mm&lt;/span&gt;²&lt;span style=&quot;font-size: 85%;&quot;&gt; sobre un núcleo de aire de 25mm&lt;/span&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt; de diámetro&lt;/span&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;)&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Haciendo trabajar a los operacionales a un nivel de potencia bastante alto y sin haber encontrado un buen radiador, por ahora simplemente los dejaré en sus miniradiadores de serie pero con ventilación forzada por medio de algún pequeño ventilador a 5v. Estos 5v, de los 35v que nos da la fuente, se obtienen fácilmente mediante una decente resistencia en serie y... bueno, me fui un poquito, 5.01 volts, :P:P.&lt;br /&gt;
&lt;br /&gt;
Dejándonos de amperios, voltios, decibelios y demás... llegó la hora de cruzar los dedos y darle a la alimentación. Bien, por ahora nada se calienta ni sale humo, xD... Segundo paso, revisamos voltajes e intensidades con los diversos testers (lo siento, es inevitable tener que tocar todos estos términos), todo normal. Ahora sí, llegó la hora de sentir... :P, vamos subiendo poco a poco al BobMarley, y síiiiii!!!! funcionaaaa!!! almenos algo oigo y no hay ruido de fondo. Pero esto no es suficiente para aprobar. Filtremos primero la señal aunque sea con el Winamp de turno, no vayamos a estropear el altavoz con todas las altas frecuencias, como apunta Pablo ¬¬, y démosle caña al tema.&lt;br /&gt;
Ohhh, síiiii!, &lt;span style=&quot;font-style: italic;&quot;&gt;get up, stand up, turútu tútutútu, stand up for your rights, turútu túturutútu... &lt;/span&gt;Voy a llorar de emoción, que bestial.&lt;br /&gt;
&lt;br /&gt;
Cómo detallaros este momento? la verdad, buaaa, la estantería se movía por sí sola, las ventanas hablaban, la cama se me acercaba; llamémosle magia, quizás algo de física, no sé. Quizás ya fuese algo fumao de estaño, tb puede ser. En serio, nunca había oído unos bajos tan limpios y contundentes confinados en una sala, simplemente espectacular.&lt;br /&gt;
&lt;br /&gt;
Bueno, volviendo del trance... en plena potencia la alimentación caía hasta 6-7voltios pero, teniendo en cuenta la &lt;span style=&quot;font-style: italic;&quot;&gt;merda&lt;/span&gt; de filtros que estoy usando y las limitaciones del trafo, es razonable. En el montaje definitivo deberán ir dos filtros de al menos 10.000uF que ya son palabras mayores.&lt;/div&gt;
&lt;span style=&quot;font-size: 85%;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;span style=&quot;font-size: 85%;&quot;&gt;&lt;span style=&quot;font-size: 85%;&quot;&gt;Bafle para las pruebas y estantería &#39;andante&#39;. La microcadena esa está de adorno, interesados..., es una birria, 10% de distorsión, vamos, como casi todas las del &lt;span style=&quot;font-style: italic;&quot;&gt;Carrefúr&lt;/span&gt;, pero, por favor, cómo se puede tolerar algo así? XDDD. Me estoy acordando de &#39;cierta&#39; discomóvil en Rubielos... el alcohol disimula la distorsión juasjuasjuas&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK1Hx1WearoOsCq2vqupKetYT50U6_C9ga3lTZRRu1fwVOe5BhMFXOQOBHVu0piI_brL_iT3qPpEWcghtDejhXnq6yInsPYjsL6ElqIuY3e1BmHw2dF16kQ3QZ1UKHGl-GGOCLE0JVoy-N/s1600-h/P4200131.JPG&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; id=&quot;BLOGGER_PHOTO_ID_5191920817348040978&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK1Hx1WearoOsCq2vqupKetYT50U6_C9ga3lTZRRu1fwVOe5BhMFXOQOBHVu0piI_brL_iT3qPpEWcghtDejhXnq6yInsPYjsL6ElqIuY3e1BmHw2dF16kQ3QZ1UKHGl-GGOCLE0JVoy-N/s400/P4200131.JPG&quot; style=&quot;cursor: pointer; display: block; margin: 0px auto 10px; text-align: center;&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
Tras unas pruebas con varios estilos hardstyle, rock,  housete, y sí, Amaral tb :P... me quedo satisfecho y, por el bien de mis vecinos (y del propio operacional, que con ese miniradiador estaba sufriendo bastante a &amp;gt;80ºC), decido dejar de generar ondas sísmicas de tan baja frecuencia e increpantes... diosss! :P:P:P.&lt;br /&gt;
&lt;br /&gt;
Pues hasta aquí la segunda entrega. Ahora ya podemos empezar con el montaje definitivo sabiendo que, al menos, el operacional funciona, y bien que funciona. Tendremos que buscar un buen chasis de algún aparato estropeado y unos &lt;span style=&quot;font-style: italic;&quot;&gt;vu-meters&lt;/span&gt; de leds o de aguja que quedan más elegantes ;). Lo siguiente también será diseñar un buen preamplificador con algún filtro activo y demás, pero eso requerirá su tiempo y de la ayuda de Pablos ¬¬, el especialista en filtros.&lt;br /&gt;
&lt;br /&gt;
Fins aviat.&lt;br /&gt;
&lt;br /&gt;
PD: Hoy, por suerte, no me he quemado. jejej&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;...by David.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: bold;&quot;&gt;&lt;a href=&quot;http://pitercios.blogspot.com/2008/04/proyecto-1-amplificador-de-100w-3-parte.html&quot;&gt;&lt;span style=&quot;font-weight: bold;&quot;&gt;Proyecto 1: Amplificador de 100w (3ª parte)&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;blogger-post-footer&quot;&gt;------------------------------------
Gracias por suscribirte a Pitercios
(piterciosblog@gmail.com)&lt;/div&gt;</content><link rel='replies' type='text/html' href='http://www.blogger.com/comment/fullpage/post/7200613541897355161/5024116098691792992' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/5024116098691792992'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7200613541897355161/posts/default/5024116098691792992'/><link rel='alternate' type='text/html' href='http://pitercios.blogspot.com/2008/04/proyecto-1-amplificador-de-100w-2-parte.html' title='Proyecto 1: Amplificador de 100w (2ª parte)'/><author><name>Los del blog</name><uri>http://www.blogger.com/profile/08182987091839279423</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='23' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhIP4edlO2FGwvpM6BzxkveKSjZoybsaP-Ij-tHjUcvnUV3b1nNzyOtepKe8jGT-yziFMHVJx4rQBPRW05CbSKXZUuDnvjptQbSym9BWTuNnVtJwmHFKZ9W3jqKLoA1Uw0/s220/P7210044.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjgHYiqh7JflQWAh560ZSFB3yw-sSyOB6Lv1xRXeVTS6pzBpRMH84i_hmUmshx1oJMvgQZQT7DzNpbgurOEXMreMIDOWakN232DBvQ9adnAKSefk5Io6O3X9Zw9kAvlw784BBcLti0E3wOj/s72-c/P4200139.JPG" height="72" width="72"/><thr:total>3</thr:total></entry></feed>