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      <title>My luminous padlet by DIEGO IVAN GALINDO FERRAL</title>
      <link>https://padlet.com/diego_galindo/qiaxenotzp1c</link>
      <description>Made with swagger</description>
      <language>en-us</language>
      <pubDate>2016-09-04 01:31:48 UTC</pubDate>
      <lastBuildDate>2025-11-19 23:01:36 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>CORRIENTE</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467749</link>
         <description><![CDATA[<div>Lo que conocemos como corriente eléctrica no es otra cosa que la circulación de cargas o electrones a través de un circuito eléctrico cerrado, que se mueven siempre del polo negativo al polo positivo de la fuente de suministro de fuerza electromotriz (FEM).<br> | <a href="http://www.asifunciona.com/electrotecnia/ke_corriente_electrica/ke_corriente_electrica_1.htm"><figure class="attachment attachment-preview"><img src="http://www.asifunciona.com/electrotecnia/ke_corriente_electrica/img_corriente_electrica/img_0007_01.gif" width="200" height="143"><figcaption class="caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-04 01:34:32 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467749</guid>
      </item>
      <item>
         <title>FEM</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467768</link>
         <description><![CDATA[<div>Se denomina fuerza electromotriz (FEM) a la energía proveniente de cualquier fuente, medio o dispositivo que suministre corriente eléctrica. Para ello se necesita la existencia de una diferencia de potencial entre dos puntos o polos (uno negativo y el otro positivo) de dicha fuente, que sea capaz de bombear o impulsar las cargas eléctricas a través de un circuito cerrado.<br><br>&nbsp;| <a href="http://www.asifunciona.com/electrotecnia/ke_fem/ke_fem_1.htm"><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:133,&quot;url&quot;:&quot;http://www.asifunciona.com/electrotecnia/ke_fem/img_fem/ke_000001_1.gif&quot;,&quot;width&quot;:200}" data-trix-content-type="image"><img src="http://www.asifunciona.com/electrotecnia/ke_fem/img_fem/ke_000001_1.gif" width="200" height="133"><figcaption class="caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-04 01:35:28 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467768</guid>
      </item>
      <item>
         <title>RESISTIVIDAD</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467784</link>
         <description><![CDATA[<div>La <strong>resistividad</strong> o <strong>resistencia específica</strong> es una característica propia de un material y tiene unidades de ohmios–metro e indica que tanto se opone el material al paso de la <a href="http://unicrom.com/Tut_corriente_electrica.asp">corriente</a>.<br><br></div><div>La resistencia específica <strong><em>[ρ] (rho)</em></strong> se define como: ρ = R *A / L . donde:<br><br></div><ul><li>A es el área transversal medida en metros2</li><li>ρ es la <strong>resistividad</strong> medida en ohmios-metro</li><li>L es la longitud del material medida en metros</li></ul><ol><li>R es el valor de la <a href="http://unicrom.com/Tut_resistencia_electrica.asp">resistencia eléctrica</a> en Ohmios<figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:150,&quot;url&quot;:&quot;http://unicrom.com/wp-content/uploads/resistividad.gif&quot;,&quot;width&quot;:220}" data-trix-content-type="image"><img src="http://unicrom.com/wp-content/uploads/resistividad.gif" width="220" height="150"><figcaption class="caption"></figcaption></figure><br><br></li></ol>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-04 01:36:35 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467784</guid>
      </item>
      <item>
         <title></title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467814</link>
         <description><![CDATA[]]></description>
         <enclosure url="http://unicrom.com/wp-content/uploads/resistividad.gif" />
         <pubDate>2016-09-04 01:38:55 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467814</guid>
      </item>
      <item>
         <title></title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467816</link>
         <description><![CDATA[]]></description>
         <enclosure url="http://unicrom.com/wp-content/uploads/resistividad.gif" />
         <pubDate>2016-09-04 01:38:57 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467816</guid>
      </item>
      <item>
         <title>RESISTENCIA</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467855</link>
         <description><![CDATA[<div>Resistencia eléctrica es toda oposición que encuentra la corriente a su paso por un circuito eléctrico cerrado, atenuando o frenando el libre flujo de circulación de las cargas eléctricas o electrones. Cualquier dispositivo o consumidor conectado a un circuito eléctrico representa en sí una carga, resistencia u obstáculo para la circulación de la corriente eléctrica.<br><br>&nbsp;| <a href="http://www.asifunciona.com/electrotecnia/ke_resistencia/ke_resistencia_1.htm"><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:150,&quot;url&quot;:&quot;http://www.asifunciona.com/electrotecnia/ke_resistencia/img_resistencia/img_0009_01.jpg&quot;,&quot;width&quot;:200}" data-trix-content-type="image"><img src="http://www.asifunciona.com/electrotecnia/ke_resistencia/img_resistencia/img_0009_01.jpg" width="200" height="150"><figcaption class="caption"></figcaption></figure></a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-04 01:40:51 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467855</guid>
      </item>
      <item>
         <title>INTENCIDAD</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467970</link>
         <description><![CDATA[<div>Si sabemos que la <a href="https://www.fisicalab.com/apartado/movimiento-de-cargas">corriente eléctrica</a> es el flujo de carga entre dos puntos de un material conductor, es lógico que nos podamos preguntar... ¿ y cómo de rápido se desplazan dichas cargas?. Para responder a esta pregunta, la Física establece una nueva magnitud que determina la <strong>rapidez</strong> con la que la carga fluye a través de un conductor. Dicha magnitud recibe el nombre de <strong>intensidad de corriente eléctrica</strong> o simplemente<strong> intensidad de corriente<br></strong><figure class="attachment attachment-preview" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:92,&quot;url&quot;:&quot;https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRJ0rFutj33hSNjJe5UXLoIYeplUOEIVnRlWi6HOWZpCKli-JkkUzJVhiM&quot;,&quot;width&quot;:232}" data-trix-content-type="image"><img src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRJ0rFutj33hSNjJe5UXLoIYeplUOEIVnRlWi6HOWZpCKli-JkkUzJVhiM" width="232" height="92"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-04 01:48:22 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467970</guid>
      </item>
      <item>
         <title>DIFERENCIA DE POTENCIAL</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467991</link>
         <description><![CDATA[<div>La <a href="http://recursostic.educacion.es/secundaria/edad/3esofisicaquimica/3quincena11/3q11_contenidos_5c1.htm#"><strong>diferencia de potencial</strong></a> (ddp) es el impulso que necesita una carga eléctrica para que pueda <a href="http://recursostic.educacion.es/secundaria/edad/3esofisicaquimica/3quincena11/3q11_contenidos_5c1.htm#"><strong>fluir </strong></a>por el conductor de un circuito eléctrico, esta corriente cesará cuando ambos puntos igualen su potencial eléctrico.<br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:261}" 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" width="261" height="193"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-09-04 01:49:19 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121467991</guid>
      </item>
      <item>
         <title>ENERGIA ELECTRICA</title>
         <author>diego_galindo</author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121468156</link>
         <description><![CDATA[<div>La <strong>energía eléctrica</strong> es una fuente de <strong>energía</strong> renovable que se obtiene mediante el movimiento de cargas eléctricas (electrones positivos y negativos) que se produce en el interior de materiales conductores (por ejemplo, cables metálicos como el cobre).<br><figure class="attachment attachment-preview" 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&quot;,&quot;width&quot;:240}" 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         <enclosure url="" />
         <pubDate>2016-09-04 01:58:43 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/121468156</guid>
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      <item>
         <title>hola Marina soy Lorena</title>
         <author></author>
         <link>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/140794340</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-11-30 13:39:24 UTC</pubDate>
         <guid>https://padlet.com/diego_galindo/qiaxenotzp1c/wish/140794340</guid>
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