<?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: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-3413637255334188427</id><updated>2011-12-21T13:10:27.636-08:00</updated><category term='manual del albañil de ladrillos ceramicos descarga directa'/><category term='ganttproject 2.0.10 carta gantt diagrama perl software construccion'/><category term='manual tecnico de construccion descarga directa'/><category term='ich'/><category term='2011'/><category term='toeic mastery english course curso de ingles acreditacion'/><category term='curso elemental de edificacion  euclides guzman construccion'/><category term='ridaa'/><category term='manual de mecanica de suelos y cimentaciones'/><category 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href='http://pubsubhubbub.appspot.com/'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>21</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-824147613595949912</id><published>2011-07-18T16:41:00.000-07:00</published><updated>2011-07-18T16:41:34.411-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='guia maestra sodima descarga directa'/><category scheme='http://www.blogger.com/atom/ns#' term='2011'/><title type='text'>Guia Maestra 2010 - 2011 Sodimac 8va edición</title><content type='html'>&lt;a href="http://www.mediafire.com/file/umx16xrppu0kut2/GUIA%20MAESTRA%20SODIMAC%202010-2011.pdf"&gt;&lt;img alt="" height="320" 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width="220" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/file/umx16xrppu0kut2/GUIA%20MAESTRA%20SODIMAC%202010-2011.pdf"&gt;&lt;b&gt;Descarga aquí &lt;/b&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-824147613595949912?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/824147613595949912/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2011/07/guia-maestra-2010-2011-sodimac-8va.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/824147613595949912'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/824147613595949912'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2011/07/guia-maestra-2010-2011-sodimac-8va.html' title='Guia Maestra 2010 - 2011 Sodimac 8va edición'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-3575047916752770926</id><published>2011-07-17T20:21:00.000-07:00</published><updated>2011-07-17T20:22:04.255-07:00</updated><title type='text'>Bloques Autocad</title><content type='html'>Muchisimos bloques de todo tipo &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/file/ub1j8m7cb493oqb/bloques%20autocad.rar"&gt;&lt;b&gt;Descarga aquí&lt;/b&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-3575047916752770926?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/3575047916752770926/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2011/07/bloques-autocad.html#comment-form' title='3 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3575047916752770926'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3575047916752770926'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2011/07/bloques-autocad.html' title='Bloques Autocad'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-7402466988626662629</id><published>2011-07-17T19:58:00.000-07:00</published><updated>2011-07-17T19:58:34.647-07:00</updated><title type='text'>Compendio de Tecnologia del Hormigón - ICH</title><content type='html'>&lt;a href="http://www.mediafire.com/file/xz5a20oomsov313/Compendio%20de%20Tecnologia%20del%20Hormig%F3n.zip"&gt;&lt;img alt="" height="320" 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" width="225" /&gt;&lt;/a&gt; &lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;a href="http://www.mediafire.com/file/xz5a20oomsov313/Compendio%20de%20Tecnologia%20del%20Hormig%F3n.zip"&gt;Descarga aquí &lt;/a&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-7402466988626662629?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/7402466988626662629/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2011/07/compendio-de-tecnologia-del-hormigon.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/7402466988626662629'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/7402466988626662629'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2011/07/compendio-de-tecnologia-del-hormigon.html' title='Compendio de Tecnologia del Hormigón - ICH'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-5362394637606186439</id><published>2011-06-23T13:10:00.000-07:00</published><updated>2011-06-23T13:10:41.291-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='toeic mastery english course curso de ingles acreditacion'/><title type='text'>TOEIC MASTERY</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://www.mediafire.com/file/c9g87s92g2ssmva/toeic.rar"&gt;&lt;img border="0" height="241" src="http://3.bp.blogspot.com/-ADR7G0QO8TA/TgOZmT-fCuI/AAAAAAAAAjE/0c9KLESo5Is/s320/toeicmasterycg2.jpg" width="320" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;Curso práctico para el exámen TOEIC. Incluye serial de instalación y un  pequeño manual de introducción al TOEIC.EL examen TOEIC (Test of English  for International Communication) es un examen de dominio del idioma  inglés para personas cuyo idioma natal no es el inglés. Este mide las  habilidades cotidianas de la gente que trabaja en un ambiente  internacional. Los resultados del examen indican qué tan bien una  persona se comunica con otros en inglés en un lugar de trabajo  internacional. El examen no requiere de conocimientos o vocabulario  especializados; mide solo el tipo de inglés utilizado diariamente en  actividades laborales.El examen TOEIC es el líder mundial que mide el  dominio del idioma inglés dentro de un contexto laboral. Más de 4,000  corporaciones en el mundo utilizan el examen TOEIC y más de1.4 millones  de personas presentan el examen cada año.Info de la descarga: Tamaño:  65MB&lt;/div&gt;&lt;br /&gt;&lt;b&gt;&lt;a href="http://www.mediafire.com/file/c9g87s92g2ssmva/toeic.rar"&gt;Descarga aquí&lt;/a&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-5362394637606186439?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/5362394637606186439/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2011/06/toeic-mastery.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5362394637606186439'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5362394637606186439'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2011/06/toeic-mastery.html' title='TOEIC MASTERY'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-ADR7G0QO8TA/TgOZmT-fCuI/AAAAAAAAAjE/0c9KLESo5Is/s72-c/toeicmasterycg2.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-6371012921735521548</id><published>2011-06-19T11:44:00.000-07:00</published><updated>2011-06-23T11:50:16.369-07:00</updated><title type='text'>Disertaciones Tecnologia del Hormigón</title><content type='html'>Estimados compañeros, aquí están las disertaciones que me han enviado hasta el momento.&lt;br /&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/file/q3k8lycjxkfbg15/Ferro%20cemento.rar"&gt;&lt;b&gt;El Ferrocemento&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/file/bwuvwxdx5dsuhxi/HORMIGON%20BAJO%20AGUA.rar"&gt;&lt;b&gt;Hormigon bajo el Agua&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/file/eon3fcc25w343io/Hormigon%20con%20fibra.rar"&gt;&lt;b&gt;Hormigón con fibra&lt;/b&gt;&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt; &lt;a href="http://www.mediafire.com/?r93ybqkjv3x6k1g"&gt;Hormigón de alta resistencia&lt;/a&gt; &lt;/b&gt;&lt;/li&gt;&lt;/ul&gt;&lt;a href="http://www.blogger.com/goog_899667654"&gt;&lt;/a&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;b&gt;&lt;a href="http://www.mediafire.com/file/say71ekup3f86e3/Hormigon%20en%20altura.rar"&gt;Hormigon en altura&lt;/a&gt;&lt;/b&gt;&lt;/li&gt;&lt;/ul&gt;&lt;br /&gt;Descarga mediante media fire&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-6371012921735521548?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/6371012921735521548/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2011/06/disertaciones-tecnologia-del-hormigon.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/6371012921735521548'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/6371012921735521548'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2011/06/disertaciones-tecnologia-del-hormigon.html' title='Disertaciones Tecnologia del Hormigón'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-5769843628694238964</id><published>2011-05-14T15:10:00.000-07:00</published><updated>2011-06-14T15:05:00.315-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='curso elemental de edificacion  euclides guzman construccion'/><title type='text'>Curso elemental de edificación de Euclides Guzmán</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://3.bp.blogspot.com/-EMxeRwBB3N8/Tc78q2WOUzI/AAAAAAAAAi4/U8PIvC9CI8U/s1600/portada1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="320" j8="true" src="http://3.bp.blogspot.com/-EMxeRwBB3N8/Tc78q2WOUzI/AAAAAAAAAi4/U8PIvC9CI8U/s320/portada1.jpg" width="220" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;Libro que todo constructor debería tener, imprescindible en una biblioteca, simplemente el mejor libro para constructores. Esta versión tiene todas las paginas del mismo tamaño, no como otras que varían sus tamaños.&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://www.mediafire.com/file/d4u4m0ddjhbv0kf/Curso%20elemental%20de%20edificacion-euclides%20guzman.part1.rar"&gt;Descarga parte 1&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://www.mediafire.com/file/dhqb3v8bdvj4iav/Curso%20elemental%20de%20edificacion-euclides%20guzman.part2.rar"&gt;Descarga parte 2&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;a href="http://www.mediafire.com/file/lluyhskthddt3dn/Curso%20elemental%20de%20edificacion-euclides%20guzman.part3.rar"&gt;Descarga parte 3&lt;/a&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: justify;"&gt;Recuerde descargar las 3 partes antes de descomprimir el archivo.&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-5769843628694238964?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/5769843628694238964/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2011/05/curso-elemental-de-edificacion-de.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5769843628694238964'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5769843628694238964'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2011/05/curso-elemental-de-edificacion-de.html' title='Curso elemental de edificación de Euclides Guzmán'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/-EMxeRwBB3N8/Tc78q2WOUzI/AAAAAAAAAi4/U8PIvC9CI8U/s72-c/portada1.jpg' height='72' width='72'/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-7231705912068111565</id><published>2010-12-01T21:35:00.000-08:00</published><updated>2010-12-01T21:46:23.651-08:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='ganttproject 2.0.10 carta gantt diagrama perl software construccion'/><title type='text'>Gantt Project 2.0.10</title><content type='html'>&lt;div class="separator" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; clear: both; text-align: left;"&gt;&lt;a href="http://www.mediafire.com/?5vq949hbfcohw07" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="245" ox="true" src="http://3.bp.blogspot.com/_EdVvUYJ8t2A/TPcu_rEUYDI/AAAAAAAAAik/atFRhe-jyM4/s320/screenshot_001.png" width="320" /&gt;&lt;/a&gt;GanttProject es una aplicación que nos permite planificar nuestros propios proyectos del tipo que sean de una forma muy intuitiva y personalizada.&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;GanttProject es una herramienta gratuita para crear una completa planificación de un proyecto de forma muy visual.&lt;br /&gt;&lt;br /&gt;Todo queda bajo control en GanttProject, desde los recursos necesarios en forma de personal, los días festivos, hasta dividir el proyecto en un árbol de tareas y asignar a cada uno los recursos oportunos.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Un punto interesante es que permite establecer dependencias entre las tareas, de esta forma, una tarea no podrá empezar hasta que esté acabada la anterior.&lt;br /&gt;&lt;br /&gt;Como punto final, GanttProject permite exportar tu trabajo a una imagen (JPG, PNG), PDF y HTML.&lt;br /&gt;&lt;br /&gt;Tutorial 1&lt;br /&gt;&lt;br /&gt;&lt;object height="385" width="480"&gt;&lt;param name="movie" value="http://www.youtube.com/v/CrIza29HQto?fs=1&amp;amp;hl=en_US"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/CrIza29HQto?fs=1&amp;amp;hl=en_US" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Tutorial 2&lt;br /&gt;&lt;br /&gt;&lt;object height="385" width="480"&gt;&lt;param name="movie" value="http://www.youtube.com/v/p6YYMVnjVVg?fs=1&amp;amp;hl=en_US"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/p6YYMVnjVVg?fs=1&amp;amp;hl=en_US" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?5vq949hbfcohw07"&gt;Descarga aquí&lt;/a&gt;&amp;nbsp;&lt;a href="http://www.mediafire.com/?5vq949hbfcohw07"&gt;Ganttproject &lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-7231705912068111565?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/7231705912068111565/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/12/gantt-project-2010.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/7231705912068111565'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/7231705912068111565'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2010/12/gantt-project-2010.html' title='Gantt Project 2.0.10'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_EdVvUYJ8t2A/TPcu_rEUYDI/AAAAAAAAAik/atFRhe-jyM4/s72-c/screenshot_001.png' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-5737621949763614985</id><published>2010-10-23T19:23:00.000-07:00</published><updated>2010-10-27T06:50:09.212-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='guia maestra sodima descarga directa'/><title type='text'>Guia maestra 2009-2010 Sodimac</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://www.mediafire.com/?u688oz09n8za7fy"&gt;&lt;img border="0" src="http://3.bp.blogspot.com/_EdVvUYJ8t2A/TMOKSoPZkqI/AAAAAAAAAig/bMYXEl07UPA/s1600/guia-maestra-1-blog.jpg" /&gt;&lt;/a&gt;&amp;nbsp;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://www.mediafire.com/?u688oz09n8za7fy"&gt;Descarga aquí &lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-5737621949763614985?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/5737621949763614985/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/10/guia-maestra-2009-2010-sodimac.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5737621949763614985'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5737621949763614985'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2010/10/guia-maestra-2009-2010-sodimac.html' title='Guia maestra 2009-2010 Sodimac'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://3.bp.blogspot.com/_EdVvUYJ8t2A/TMOKSoPZkqI/AAAAAAAAAig/bMYXEl07UPA/s72-c/guia-maestra-1-blog.jpg' height='72' width='72'/><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-6522889253003809159</id><published>2010-09-28T21:40:00.000-07:00</published><updated>2010-10-27T06:51:19.226-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='controles practicos hormigon ejecucion estucos descarga directa construccion'/><title type='text'>CONTROLES PRACTICOS DEL HORMIGÓN Y EJECUCION DE ESTUCO</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.mediafire.com/file/axmk16dh9915bca/controles_practicos_del_hormigon.rar"&gt;&lt;img border="0" height="400" src="http://3.bp.blogspot.com/_EdVvUYJ8t2A/TKLDqwXn8LI/AAAAAAAAAic/kUin2t1z3Nk/s400/CONTROL+DE+HORMIGONES.jpg" width="314" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://1.bp.blogspot.com/_EdVvUYJ8t2A/TKLCf3eJoUI/AAAAAAAAAiY/SDgpn2Uc44g/s1600/CONTROL+DE+HORMIGONES.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;div style="color: #999999;"&gt;&lt;a href="http://1.bp.blogspot.com/_EdVvUYJ8t2A/TKLCf3eJoUI/AAAAAAAAAiY/SDgpn2Uc44g/s1600/CONTROL+DE+HORMIGONES.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&amp;nbsp;&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/_EdVvUYJ8t2A/TKLCf3eJoUI/AAAAAAAAAiY/SDgpn2Uc44g/s1600/CONTROL+DE+HORMIGONES.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;Al iniciar una obra se deben tomar muestras representativas de los áridos que se&lt;br /&gt;van a usar, para enviarlas a un laboratorio.&lt;br /&gt;Generalmente las muestras las toman inspectores de laboratorios oficiales o personal&lt;br /&gt;del Departamento de Asesoría Técnica.&lt;br /&gt;En los laboratorios se hacen los ensayos necesarios para determinar su calidad y,&lt;br /&gt;si se les solicita, se estudian dosificaciones y se confeccionan hormigones de prueba.&lt;br /&gt;Cuando la empresa constructora desea resultados de las dosificaciones antes de&lt;br /&gt;iniciar el hormigonado, debe solicitar los ensayos a lo menos con 35 días de&lt;br /&gt;anticipación, ya que las resistencias del hormigón de prueba se miden a los 28 días&lt;br /&gt;de edad y éste se confecciona después de haber realizado los ensayos de los&lt;br /&gt;áridos.&lt;br /&gt;Los laboratorios emiten certificados con los resultados de los ensayos, pero se debe&lt;br /&gt;tener presente que corresponden a la muestra analizada y que en obra se pueden&lt;br /&gt;producir cambios importantes debido a segregación de la grava, heterogeneidad&lt;br /&gt;del abastecimiento, etc.&lt;/a&gt;&lt;a href="http://1.bp.blogspot.com/_EdVvUYJ8t2A/TKLCf3eJoUI/AAAAAAAAAiY/SDgpn2Uc44g/s1600/CONTROL+DE+HORMIGONES.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt; &lt;/a&gt;&lt;a href="http://www.blogger.com/goog_1535202794" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;Descarga aquí&amp;nbsp;&lt;/a&gt;&lt;a href="http://www.blogger.com/goog_1535202794" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&amp;nbsp;&lt;/a&gt;&lt;br /&gt;&lt;span id="goog_1535202791"&gt;&lt;/span&gt;&lt;span id="goog_1535202792"&gt;&lt;/span&gt;&lt;a href="http://www.blogger.com/"&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-6522889253003809159?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' 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src="http://1.bp.blogspot.com/_EdVvUYJ8t2A/TI16bykWIXI/AAAAAAAAAiQ/8xJfDHPBnU8/s320/Manual+construccion+con+tierra.jpg" style="cursor: pointer; float: left; height: 265px; margin: 0pt 10px 10px 0pt; width: 203px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?rzx2d8dz5imvjp1"&gt;Descarga aquí&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-3651512643298619963?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/3651512643298619963/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' 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src="http://4.bp.blogspot.com/_EdVvUYJ8t2A/TIHiQldKS9I/AAAAAAAAAiI/2PmLak1aSSE/s320/Manual+del+Alba%C3%B1il.jpg" style="cursor: pointer; float: left; height: 360px; margin: 0pt 10px 10px 0pt; width: 260px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?849hk4x2rtbnu3e"&gt;&lt;br /&gt;Descarga aquí&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-8357371429605861919?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/8357371429605861919/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' 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/&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?3qpq5cw78qi52uf"&gt;Descarga Aquí&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-9009193362184076181?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/9009193362184076181/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/09/manual-tecnico-de-construccion.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/9009193362184076181'/><link rel='self' type='application/atom+xml' 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type='text'>Video del año pasado Emprendimiento</title><content type='html'>&lt;object width="480" height="385"&gt;&lt;param name="movie" value="http://www.youtube.com/v/XxhkBtjaH_s?fs=1&amp;amp;hl=es_ES"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/XxhkBtjaH_s?fs=1&amp;amp;hl=es_ES" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-8128828460505408704?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/8128828460505408704/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' 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0pt; width: 227px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?dv47gcyv7pzdlzw"&gt;Descarga aquí&lt;/a&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-8377531094838676034?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/8377531094838676034/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/geologia-aplicada-la-ingenieria-civil.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/8377531094838676034'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/8377531094838676034'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/geologia-aplicada-la-ingenieria-civil.html' title='Geologia aplicada a la ingenieria civil - Universidad Politecnica de Madrid'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://4.bp.blogspot.com/_EdVvUYJ8t2A/THk7ht4-qNI/AAAAAAAAAhw/zMwspl6DyO4/s72-c/Geologia+aplicada.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-1242624872693088009</id><published>2010-08-27T14:54:00.000-07:00</published><updated>2010-09-26T17:39:40.964-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='gerdau aza'/><category scheme='http://www.blogger.com/atom/ns#' term='manual de calculo de hormigon armado'/><category scheme='http://www.blogger.com/atom/ns#' term='construccion'/><title type='text'>Manual de Calculo de Hormigon Armado</title><content type='html'>&lt;a href="http://www.mediafire.com/?yubmj1mtmim" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"&gt;&lt;img alt="" border="0" id="BLOGGER_PHOTO_ID_5510214893428003842" src="http://2.bp.blogspot.com/_EdVvUYJ8t2A/THg3QE7X1AI/AAAAAAAAAhY/hLAkjXxJKX4/s320/Manual+de+Calculo+de+Hormigon+Armado.jpg" style="cursor: pointer; float: left; height: 213px; margin: 0pt 10px 10px 0pt; width: 165px;" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?yubmj1mtmim"&gt;Descarga aquí&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-1242624872693088009?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/1242624872693088009/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/manual-de-calculo-de-hormigon-armado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/1242624872693088009'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/1242624872693088009'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/manual-de-calculo-de-hormigon-armado.html' title='Manual de Calculo de Hormigon Armado'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://2.bp.blogspot.com/_EdVvUYJ8t2A/THg3QE7X1AI/AAAAAAAAAhY/hLAkjXxJKX4/s72-c/Manual+de+Calculo+de+Hormigon+Armado.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-5405679880829590759</id><published>2010-08-27T14:47:00.000-07:00</published><updated>2010-09-26T17:40:36.448-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='construccion'/><category scheme='http://www.blogger.com/atom/ns#' term='manual de mecanica de suelos y cimentaciones'/><title type='text'>Manual de Mecanica de suelos y cimentaciones</title><content type='html'>&lt;div style="text-align: justify;"&gt;&lt;a href="http://www.mediafire.com/?rzmewxluikq"&gt;Descarga aquí&lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-5405679880829590759?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/5405679880829590759/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/manual-de-mecanica-de-suelos-y.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5405679880829590759'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/5405679880829590759'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/manual-de-mecanica-de-suelos-y.html' title='Manual de Mecanica de suelos y cimentaciones'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-3576802056717462960</id><published>2010-08-27T14:06:00.000-07:00</published><updated>2010-08-27T14:45:31.995-07:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='reglamento instalaciones domiciliarias agua potable'/><category scheme='http://www.blogger.com/atom/ns#' term='ridaa'/><title type='text'>RIDAA (REGLAMENTO DE INSTALACIONES DOMICILIARIAS DE AGUA POTABLE Y DE ALCANTARILLADO)</title><content type='html'>El presente Reglamento regula los proyectos, la construcción y puesta en&lt;br /&gt;servicio de las instalaciones domiciliarias de agua potable y de alcantarillado y establece las normas&lt;br /&gt;técnicas para este tipo de instalaciones en todo el territorio nacional.&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?pu4hfe7h5ij8zal"&gt;Descarga aquí&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-3576802056717462960?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/3576802056717462960/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/ridaa-reglamento-de-instalaciones.html#comment-form' title='2 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3576802056717462960'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3576802056717462960'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2010/08/ridaa-reglamento-de-instalaciones.html' title='RIDAA (REGLAMENTO DE INSTALACIONES DOMICILIARIAS DE AGUA POTABLE Y DE ALCANTARILLADO)'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-3397333094608224204</id><published>2009-08-09T11:10:00.000-07:00</published><updated>2009-08-20T18:54:42.963-07:00</updated><title type='text'>Material de topclass tercer Semestre</title><content type='html'>&lt;span class="gI"&gt;&lt;span email="cr.galindo@alumnos.duoc.cl" class="gD" style="color: rgb(0, 104, 28);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;&lt;span style="color: rgb(255, 255, 255);"&gt;Todo el material de topclas del tercer semestre. Aporte de&lt;/span&gt; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style="color: rgb(51, 255, 51); font-weight: bold;" class="gI"&gt;&lt;span email="cr.galindo@alumnos.duoc.cl" class="gD"&gt;CRISTIAN ENRIQUE GALINDO LOPEZ&lt;/span&gt;&lt;/span&gt; del duoc plaza oeste. Se Agradece estimado.&lt;br /&gt;&lt;a href="http://www.mediafire.com/?tynmmxod3zg"&gt;&lt;br /&gt;&lt;/a&gt;&lt;span class="gI"&gt;&lt;span email="cr.galindo@alumnos.duoc.cl" class="gD" style="color: rgb(0, 104, 28);"&gt;&lt;span style="color: rgb(0, 0, 0);"&gt;&lt;a style="font-weight: bold;" href="http://www.mediafire.com/?tynmmxod3zg"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-3397333094608224204?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/3397333094608224204/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2009/08/material-de-topclass-tercer-semastre.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3397333094608224204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3397333094608224204'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2009/08/material-de-topclass-tercer-semastre.html' title='Material de topclass tercer Semestre'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-3932452930194884617</id><published>2009-06-22T12:03:00.000-07:00</published><updated>2010-08-27T14:42:30.609-07:00</updated><title type='text'>E-books de Construcción descarga directa</title><content type='html'>&lt;a href="http://www.mediafire.com/?f0tlid568p689"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/?inq2iky3kxta87x"&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;AISLACIÓN TÉRMICA EXTERIOR &lt;/span&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;manual de diseño para &lt;/span&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;soluciones en edificaciones&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?inq2iky3kxta87x"&gt;&lt;img style="float: left; margin: 0pt 10px 10px 0pt; cursor: pointer; width: 219px; height: 303px;" src="http://1.bp.blogspot.com/_EdVvUYJ8t2A/THgg5jaAdkI/AAAAAAAAAhM/RSQWtc7L5io/s320/Aislaci%C3%B3n+termica+exterior.jpg" alt="" id="BLOGGER_PHOTO_ID_5510190317216757314" border="0" /&gt;&lt;/a&gt;Hoy más que nunca el mundo toma conciencia de la importancia del ahorro de energía, dada la creciente escasez de combustibles. Dentro del ámbito de la construcción, este fenómeno tiene mucha importancia dado el gran consumo de energía que se genera en la construcción de un&lt;br /&gt;&lt;div style="text-align: justify;"&gt;edificio así como a lo largo de su vida útil. Por ello hoy se estudian diversos métodos que ayuden a ahorrar energía en las distintas etapas de la vida de un edificio. En Chile, en el año 1996, el Ministerio de Vivienda y Urbanismo (MINVU) estableció un Programa de Reglamentación sobre Acondicionamiento Térmico de Viviendas que contempló tres etapas:&lt;br /&gt;&lt;br /&gt;1ª Etapa: aislación de techos.&lt;br /&gt;2ª Etapa: aislación de muros, ventanas y pisos.&lt;br /&gt;3ª Etapa: certificación térmica.&lt;br /&gt;&lt;br /&gt;En el año 2000 entró en vigencia la primera etapa y en enero del año 2007 comenzó a regir la segunda, ambas a través de modifi caciones a la Ordenanza General de Urbanismo y Construcciones (OGUC).&lt;br /&gt;&lt;br /&gt;La nueva reglamentación térmica contenida en el artículo 4.1.10 de la OGUCi estipula que todas las viviendas deberán cumplir con ciertas exigencias de acondicionamiento térmico consistentes principalmente en aislar la envolvente de las viviendas según la zona en que se construya. Para este efecto el país se divide en siete zonas térmicas.&lt;br /&gt;&lt;br /&gt;El aislamiento térmico de edificios tiene por finalidad principal ahorrar energía de calefacción o de&lt;br /&gt;refrigeración para conseguir niveles adecuados de confort térmico, a la vez que evita el deterioro de materiales al disminuir, por ejemplo, las condensaciones. Además, el aislamiento térmico permite mejorar la calidad de vida de las personas ya que disminuye la proliferación de microorganismos, tales como hongos, causantes de mal olor y de diversas enfermedades.&lt;br /&gt;&lt;br /&gt;Existen diferentes soluciones para aislar la envolvente de un edificio, entre las cuales destacan:&lt;br /&gt;&lt;br /&gt;• Aislamiento por la cara interior de la envolvente.&lt;br /&gt;• Aislamiento al interior de la envolvente (entre las capas del muro o cerramiento), tal como muros compuestos (ver apartado 6. Aplicaciones prácticas).&lt;br /&gt;• Aislamiento por la cara exterior de la envolvente.&lt;br /&gt;• Envolvente de material estructural de buen comportamiento térmico (no es necesario disponer de aislación adicional, dependiendo de las exigencias de aislación y espesor usado).&lt;br /&gt;Cada confi guración, en cuanto a la ubicación de la aislación, tiene ventajas y desventajas, las cuales variarán de acuerdo a las características propias del edificio, al uso que se le dé, a la ubicación física del edificio, al clima del lugar, etc.&lt;br /&gt;&lt;a href="http://www.mediafire.com/?inq2iky3kxta87x"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a style="color: rgb(51, 102, 255);" href="http://www.mediafire.com/?inq2iky3kxta87x"&gt;&lt;span&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;&lt;span style="font-size:85%;"&gt;Descarga aquí&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;&lt;br /&gt;El hierro en la Construcción&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?24zzjtqyf3z"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 200px; height: 279px;" src="http://2.bp.blogspot.com/_EdVvUYJ8t2A/Sodqc-oJNlI/AAAAAAAAAVA/uhMbRaJ-1dc/s320/hierro+en+la+contru.JPG" alt="" id="BLOGGER_PHOTO_ID_5370378126742861394" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:85%;"&gt;El empleo del hierro como material para estructuras de edificación no tiene limitación, debido a sus buenas cualidades técnicas, y creemos que en&lt;br /&gt;general es uno de los materiales favoritos de la construcción.&lt;br /&gt;&lt;br /&gt;Es de resaltar el impulso logrado por la soldadura para la unión de los diversos elementos sin la cual no hubiera sido posible el empleo masivo de las esfructuras metálicas para edificios, tal como en la actualidad se están produciendo.&lt;br /&gt;&lt;br /&gt;Todo ello nos ha llevado a escribir esta obra, que completará aún más la colección de Monografias CEAC de la Construcción. La presente obra no tiene las pretensiones de libro de texto, sino de consulta, bien para quienes se inicien en esta materia o para los que ya la conocen.&lt;br /&gt;&lt;br /&gt;Hemos procurado, resumiendo, dar una idea clara de los minerales que constituyen el hierro y los métodos de obtención empleados, las propiedades tecnicas, formas comerciales, uniones de los elemenlos, técnica constructiva, cálculo de los diversos elementos metálicos y de sus aplicaciones prácticas; se ha tratado todo ello de forma elemental para llegar a un mejor conocimiento de lo que se expone en cada caso. Los ejemplos de cálculo de las aplicaciones prácticas se han realizado de una manera completa. Se han incluido gran numero de figuras, para aclarar su lectura, así como tablas de cálculo para facilitar el mismo en los diferentes elementos metálicos tratados.&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;&lt;a href="http://www.mediafire.com/?24zzjtqyf3z"&gt;&lt;span style="font-size:85%;"&gt;Descarga aquí&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Manual de mecanica de suelos y Cimentaciones&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?rzmewxluikq"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 164px; height: 225px;" src="http://2.bp.blogspot.com/_EdVvUYJ8t2A/SodN84zlNyI/AAAAAAAAAU4/KU7g8hEldQc/s320/Manual+de+mecanica+de+suelos.JPG" alt="" id="BLOGGER_PHOTO_ID_5370346789098829602" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?rzmewxluikq"&gt;&lt;span style="font-size:85%;"&gt;Descarga aquí&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;Diseño Y Construccion De Cimentaciones&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?eyety13gziu"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 180px; height: 233px;" src="http://2.bp.blogspot.com/_EdVvUYJ8t2A/SodFero6QeI/AAAAAAAAAUg/rYveB2gevsc/s320/dise%C3%B1o+y+constr.+de+cimentos.JPG" alt="" id="BLOGGER_PHOTO_ID_5370337474075312610" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-size:85%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;a href="http://www.mediafire.com/?eyety13gziu"&gt;&lt;span style="font-size:85%;"&gt;Descarga aquí&lt;/span&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Manual del constructor - Grupo Polpaico&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?ynwwzjozgz2"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 210px; height: 297px;" src="http://1.bp.blogspot.com/_EdVvUYJ8t2A/SoVjEnxDImI/AAAAAAAAAUY/g4jKwV1xRXY/s320/Manual+del+constructor.jpg" alt="" id="BLOGGER_PHOTO_ID_5369807061754520162" border="0" /&gt;&lt;/a&gt;&lt;span style="font-size:130%;"&gt;&lt;span style="font-size:85%;"&gt;El Grupo de Empresas Polpaico está formado por Cemento Polpaico S.A. y Sociedad Pétreos S.A., las que se dedican a la fabricación y comercialización de productos para la construcción en cemento, hormigón y elementos prefabricados del mismo. El Grupo de Empresas Polpaico es integrante del Grupo Holcim, principal productor e investigador mundial del cemento y el hormigón, lo que permite que cada una de sus compañías integrantes comparta la avanzada tecnología y desarrollo y las adapte a las necesidades propias de cada región.&lt;br /&gt;&lt;br /&gt;El Grupo Polpaico consecuente con la filosofía empresarial que lo distingue y con su eslogan «Siempre en Obra», que refleja la preocupación de otorgar un servicio integral en forma permanente a sus clientes, y dada la necesidad de que el mercado chileno cuente con un documento técnico que reuna las distintas áreas involucradas en una construcción en hormigón, ha desarrollado a través de la RedTécnica de cemento Polpaico S.A. el Manual del Constructor, del cual se destaca lo siguiente:&lt;br /&gt;&lt;br /&gt;• Texto multidisciplinario que abarca la mayoría de los temas que forman parte del área de la&lt;br /&gt;edificación en hormigón.&lt;br /&gt;&lt;br /&gt;• Texto fundamentado tanto en las normativas vigentes como en antecedentes de validez&lt;br /&gt;internacional, y asesorado por destacados profesionales del área.&lt;br /&gt;&lt;br /&gt;• Texto de consulta habitual orientado a profesionales del sector construcción, con poca o&lt;br /&gt;ninguna experiencia, en el cual se puede encontrar la información técnica que frecuentemente&lt;br /&gt;se requiere en obra.&lt;br /&gt;&lt;br /&gt;• Texto estructurado de tal forma que cada tema es tratado como una ficha técnica independiente, subdividido a su vez en los factores más relevantes involucrados, permitiendo una fácil y rápida lectura y comprensión.&lt;br /&gt;&lt;br /&gt;El contenido del Manual del Constructor constituye una valiosa herramienta de trabajo para los&lt;br /&gt;profesionales de la construcción. (extraido del texto).&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?ynwwzjozgz2"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;span style="font-size:130%;"&gt;&lt;br /&gt;&lt;/span&gt;&lt;div style="text-align: left;"&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;Ingienería y construcción en madera&lt;/span&gt;&lt;span style="font-size:130%;"&gt; &lt;span style="color: rgb(51, 255, 51);"&gt;2ª edición&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?eyety13gziu"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 204px; height: 250px;" src="http://4.bp.blogspot.com/_EdVvUYJ8t2A/Sj_ZUVrlpTI/AAAAAAAAATA/kIdFVugMOSM/s320/Ingeneria+de+construccion+en+madera+-+Arauco.jpg" alt="" id="BLOGGER_PHOTO_ID_5350233825780016434" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;Este libro sobre construcción en madera, es la respuesta de Arauco a la creciente necesidad de los profesionales de la construcción de contar con una guía práctica, moderna y completa, respecto del uso de la madera de pino radiata y tableros en la&lt;br /&gt;construcción. El manual está orientado a los arquitectos, constructores, ingenieros, profesionales de obra, distribuidores, estudiantes y académicos y público general. Esta innovación es parte del compromiso de Arauco con el desarrollo del mercado de la construcción, entregando nuevas soluciones que combinadas con los productos permiten lograr una mejor solución para la construcción en madera.&lt;br /&gt;(extraido del libro).&lt;br /&gt;&lt;a href="http://www.mediafire.com/?eyety13gziu"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/?eyety13gziu"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;Materiales y procedimientos de construcción&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?eyety13gziu"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 196px; height: 269px;" src="http://3.bp.blogspot.com/_EdVvUYJ8t2A/Sj_bs452JbI/AAAAAAAAATI/fcLlRDKPAUI/s320/Materiales+y+procedimientos+de+construcci%C3%B3n.jpg" alt="" id="BLOGGER_PHOTO_ID_5350236446575175090" border="0" /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?eyety13gziu"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;Principios de Ingeniería en cimentaciones&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?0ilbuyzz5gz"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 300px; height: 300px;" src="http://2.bp.blogspot.com/_EdVvUYJ8t2A/Sj_dxXgTf2I/AAAAAAAAATQ/iZej_XwZeTI/s320/principios-de-ingenieria-de-cimentaciones1.png" alt="" id="BLOGGER_PHOTO_ID_5350238722532278114" border="0" /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/?1tnntnyytea"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/?1tnntnyytea"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;div style="text-align: left;"&gt;&lt;a href="http://www.mediafire.com/?1tnntnyytea"&gt;&lt;br /&gt;&lt;/a&gt;&lt;/div&gt;&lt;a href="http://www.mediafire.com/?1tnntnyytea"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/?0ilbuyzz5gz"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;Diseño de estructuras de concreto&lt;/span&gt; &lt;span style="color: rgb(51, 255, 51);font-size:130%;" &gt;- Duodécima edición&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?fjleyuvgfn5"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 176px; height: 225px;" src="http://1.bp.blogspot.com/_EdVvUYJ8t2A/Sj_qMVlOYgI/AAAAAAAAATY/MdC6BXbOdyo/s320/dise%C3%B1o+de+estructuras+en+concreto.jpg" alt="" id="BLOGGER_PHOTO_ID_5350252380012044802" border="0" /&gt;&lt;/a&gt;La presente edición es una actualización y ampliación del trabajo previo y tiene los mismos objetivos:&lt;br /&gt;establecer una clara interpretación del comportamiento del concreto reforzado y desarrollar experiencia en los métodos utilizados en la práctica de diseño actual, con particular referencia a las&lt;br /&gt;disposiciones del Código del Arnerican Concrete Institute (ACI) de 1995, Se acepta ampliamente que la sola formación en técnicas especializadas de diseño y en procedimientos codificados no es suficiente para una práctica profesional exitosa. Estos procedimientos&lt;br /&gt;están sujetos a cambios frecuentes. Para mantenerse actualizado, el ingeniero necesita una sólida formación en el comportamiento básico del concreto y del acero como materiales estructurales, y&lt;br /&gt;en el comportamiento de elementos de concreto reforzado y de estructuras. Por otro lado, el principal objetivo del ingeniero estructural es diseñar eficientemente estructuras seguras y económicas. Por tanto, con esta premisa fundamental como base, es esencial la familiarización con los procedimientos&lt;br /&gt;actuales de diseño. Esta edición, al igual que las precedentes, sirve para ambos propósitos.&lt;br /&gt;El texto expone la mecánica básica del concreto estructural y de los métodos para el diseño&lt;br /&gt;de elementos individuales sometidos a flexión, cortante, torsión y fuerzas axiales; además ofrece&lt;br /&gt;muchos detalles relacionados con aplicaciones a los diversos tipos de sistemas estructurales. El&lt;br /&gt;tratamiento de los sistemas de losa, a lo largo de cuatro capítulos, es particularmente completo. (extraido del libro)&lt;br /&gt;&lt;a href="http://www.mediafire.com/?fjleyuvgfn5"&gt;&lt;br /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/?fjleyuvgfn5"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="color: rgb(51, 255, 51);"&gt;&lt;span style="font-size:130%;"&gt;Como se proyecta una vivienda - &lt;span style="font-style: italic;"&gt;Federico Ulsamer&lt;br /&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;a onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}" href="http://www.mediafire.com/?emtzjgndnio"&gt;&lt;img style="margin: 0pt 10px 10px 0pt; float: left; cursor: pointer; width: 180px; height: 249px;" src="http://1.bp.blogspot.com/_EdVvUYJ8t2A/SkG4s0K-_kI/AAAAAAAAATo/AirIB9N3bcg/s320/Como+se+proyecta+una+vivienda.JPG" alt="" id="BLOGGER_PHOTO_ID_5350760912351329858" border="0" /&gt;&lt;/a&gt;&lt;a href="http://www.mediafire.com/file/emtzjgndnio/%28ebook%20-%20alba%C3%83%C2%B1ileria%20y%20construccion%29%20-%20ceac%20-%20como%20se%20proyecta%20una%20vivienda.pdf"&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/file/emtzjgndnio/%28ebook%20-%20alba%C3%83%C2%B1ileria%20y%20construccion%29%20-%20ceac%20-%20como%20se%20proyecta%20una%20vivienda.pdf"&gt;&lt;br /&gt;&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?emtzjgndnio"&gt;Descarga aquí&lt;/a&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?eyety13gziu"&gt;&lt;br /&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-3932452930194884617?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/3932452930194884617/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2009/06/e-books-de-construccion-descarga.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3932452930194884617'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/3932452930194884617'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2009/06/e-books-de-construccion-descarga.html' title='E-books de Construcción descarga directa'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_EdVvUYJ8t2A/THgg5jaAdkI/AAAAAAAAAhM/RSQWtc7L5io/s72-c/Aislaci%C3%B3n+termica+exterior.jpg' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-2501121539420679886</id><published>2009-06-16T13:35:00.000-07:00</published><updated>2009-06-16T15:02:49.983-07:00</updated><title type='text'>Material de topclass</title><content type='html'>Compañeros, aki estan los materiales ke aparecen en el topclas para empezar a estudiar para los examenes, todo compacto y ordenado, listo para imprimir o leer.&lt;br /&gt;&lt;br /&gt;iré subiendo los demas ramos en la semana, primero hay ke editarlos.&lt;br /&gt;&lt;br /&gt;ojalá les sirva.&lt;br /&gt;&lt;br /&gt;adios :D&lt;br /&gt;&lt;br /&gt;&lt;a style="font-weight: bold;" href="http://www.mediafire.com/?lmzyhj445cd"&gt;Material Introducción a la Construcción&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;a href="http://www.mediafire.com/?ymf0wtwety3"&gt;&lt;span style="font-weight: bold;"&gt;Material Fundamentos para la construcción (fisica)&lt;/span&gt;&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-2501121539420679886?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/2501121539420679886/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2009/06/material-de-topclass-companeros-aki.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/2501121539420679886'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3413637255334188427/posts/default/2501121539420679886'/><link rel='alternate' type='text/html' href='http://construccion-duoc.blogspot.com/2009/06/material-de-topclass-companeros-aki.html' title='Material de topclass'/><author><name>Sebastian Ahumada</name><uri>http://www.blogger.com/profile/17121295600992157945</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://4.bp.blogspot.com/_EdVvUYJ8t2A/SdlLmUgT2UI/AAAAAAAAARw/NnJ7fUilVy4/S220/construccion.gif'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3413637255334188427.post-1492967877318865644</id><published>2009-05-19T22:10:00.000-07:00</published><updated>2011-07-17T19:47:56.073-07:00</updated><title type='text'>Disertaciones de Materiales de construcción</title><content type='html'>&lt;span style="font-weight: bold;"&gt;Envienme sus trabajos para subirlos y compartir el material a&lt;br /&gt;&lt;br /&gt;nib.ahumada@alumnos.duoc.cl&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;El cemento&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?ci4men1y4zz"&gt;PDF&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?mjmtz2jyumy"&gt;Power Point&lt;/a&gt;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-weight: bold;"&gt;La madera&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?4yyxhjj1ivq"&gt;PDF&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?z05uze4mgim"&gt;Power Point&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-weight: bold;"&gt;Producción del acero&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/file/9v2we6qw2acm45d/pptproduccindelaceropdfinforme.zip"&gt;PDF e Informe Juntos&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-weight: bold;"&gt;Propiedades de los aridos&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?lyuj0dhytgl"&gt;PDF&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?zznmmzjzqwj"&gt;Power Point&lt;/a&gt;&lt;/li&gt;&lt;/ul&gt;&lt;span style="font-weight: bold;"&gt;La cal y el yeso&lt;/span&gt;&lt;br /&gt;&lt;ul&gt;&lt;li&gt;&lt;a href="http://www.mediafire.com/?4mtmyzdamxj"&gt;PDF&lt;/a&gt;&lt;br /&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/3413637255334188427-1492967877318865644?l=construccion-duoc.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://construccion-duoc.blogspot.com/feeds/1492967877318865644/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://construccion-duoc.blogspot.com/2009/05/disertaciones-de-materiales-de.html#comment-form' title='2 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