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      <title>Mur Techno by valentin journu</title>
      <link>https://padlet.com/valjou/p6cwfzyahiyz</link>
      <description>4eA</description>
      <language>en-us</language>
      <pubDate>2016-06-08 09:21:53 UTC</pubDate>
      <lastBuildDate>2026-03-23 12:38:15 UTC</lastBuildDate>
      <webMaster>hello@padlet.com</webMaster>
      <image>
         <url></url>
      </image>
      <item>
         <title>Thème:L&#39;énergie lumineuse</title>
         <author>valjou</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114055116</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-06-08 09:27:46 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114055116</guid>
      </item>
      <item>
         <title>Définition de la lumière:La lumière est une onde transportant de l&#39;énergie depuis une source de lumière</title>
         <author>valjou</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114055598</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-06-08 09:32:54 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114055598</guid>
      </item>
      <item>
         <title></title>
         <author>valjou</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114055824</link>
         <description><![CDATA[<div>Vitesse de la lumière:30 000 km/s</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-08 09:35:21 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114055824</guid>
      </item>
      <item>
         <title>Source</title>
         <author>anoukhenault</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114056191</link>
         <description><![CDATA[<div><a href="http://www.japprends-lenergie.fr/ressources/wiki-energie#ressource/sources-d-energie/definition-et-principes/formes-d-energie/energie-lumineuse">http://www.japprends-lenergie.fr/ressources/wiki-energie#ressource/sources-d-energie/definition-et-principes/formes-d-energie/energie-lumineuse</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-08 09:39:03 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114056191</guid>
      </item>
      <item>
         <title></title>
         <author>valjou</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114705293</link>
         <description><![CDATA[<div>Parmi les acteurs des découvertes sur cette énergie, on peut citer Newton qui arriva à décomposer le spectre de la lumière blanche à l'aide d'un prisme</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-15 09:47:57 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114705293</guid>
      </item>
      <item>
         <title></title>
         <author>valjou</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114705786</link>
         <description><![CDATA[<div>Il y a aussi R<strong>ømer, qui a été le premier à affirmer que la vitesse de la lumière était finie<br><br><br></strong><br></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-15 09:53:15 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114705786</guid>
      </item>
      <item>
         <title></title>
         <author>valjou33110</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114848555</link>
         <description><![CDATA[<div><figure data-trix-content-type="image" data-trix-attachment="{&quot;contentType&quot;:&quot;image&quot;,&quot;height&quot;:236,&quot;url&quot;:&quot;https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRcBTw6AMZSkwffzyApXjV3rZbOLvgUBYYbUiNPbH_URJAvxCWm&quot;,&quot;width&quot;:213}" class="attachment attachment-preview"><img src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRcBTw6AMZSkwffzyApXjV3rZbOLvgUBYYbUiNPbH_URJAvxCWm" height="236" width="213"><figcaption class="caption"></figcaption></figure></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-16 16:43:50 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114848555</guid>
      </item>
      <item>
         <title></title>
         <author>valjou33110</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114848879</link>
         <description><![CDATA[<div>Un exemple de technologie utilisant l'énergie lumineuse est le panneau solaire <em>photovoltaïque,qui  transforme l'énergie lumineuse émise par le Soleil  en énergie électrique</em></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-16 16:46:51 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114848879</guid>
      </item>
      <item>
         <title></title>
         <author>valjou33110</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114849514</link>
         <description><![CDATA[<div>Cette technologie&nbsp; est économique lors de son fonctionnement mais sa fabrication est nocive pour l'environnement,notamment au niveau du réchauffement climatique</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-16 16:52:41 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114849514</guid>
      </item>
      <item>
         <title></title>
         <author>valjou33110</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114849986</link>
         <description><![CDATA[<div>sources:<br><a href="https://fr.wikipedia.org/wiki/Panneau_solaire">https://fr.wikipedia.org/wiki/Panneau_solaire</a><br><a href="https://fr.wikipedia.org/wiki/Lumi%C3%A8re">https://fr.wikipedia.org/wiki/Lumi%C3%A8rehttps://fr.wikipedia.org/wiki/Lumi%C3%A8re</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-16 16:59:20 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114849986</guid>
      </item>
      <item>
         <title></title>
         <author>freddytomta</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907350</link>
         <description><![CDATA[]]></description>
         <enclosure url="https://upload.wikimedia.org/wikipedia/commons/f/f6/Ole_roemer.jpg" />
         <pubDate>2016-06-17 12:00:50 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907350</guid>
      </item>
      <item>
         <title></title>
         <author>valjou33110</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907470</link>
         <description><![CDATA[<div>En 2013, la production d'électricité par les panneaux solaires représentait un peu moins de 5,2% de la production d'électricité mondiale, ce qui est 17,9% qu'en 2012</div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-17 12:03:14 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907470</guid>
      </item>
      <item>
         <title>La puissance des panneaux solaires est exprimée en watt-crête : un panneau de 1kWc produit une puissance de 1kW dans des conditions standards, l&#39;énergie produite est donc de 1kWh par heure dans ces même conditions. Mais attention cela n&#39;est vrai que dans un laboratoire,&amp;nbsp;pour une installation réelle, il n&#39;y a pas de lien direct entre watt-crête, watt et watt-heure !&amp;nbsp;L&#39;énergie produite dans des conditions réelles sera en général nettement inférieure à celle qui aurait été produite dans des conditions standards. Elle dépendra essentiellement de 3 facteurs :le rayonnement global journalier, c&#39;est-à-dire l&#39;ensoleillement, la position des panneaux solaires (orientation et inclinaison), la température</title>
         <author>anoukhenault</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907688</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-06-17 12:07:18 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907688</guid>
      </item>
      <item>
         <title></title>
         <author>valjou33110</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907834</link>
         <description><![CDATA[<div>Source:<br><a href="https://www.edf.fr/groupe-edf/espaces-dedies/l-energie-de-a-a-z/tout-sur-l-energie/produire-de-l-electricite/le-solaire-photovoltaique-en-chiffres">https://www.edf.fr/groupe-edf/espaces-dedies/l-energie-de-a-a-z/tout-sur-l-energie/produire-de-l-electricite/le-solaire-photovoltaique-en-chiffres</a></div>]]></description>
         <enclosure url="" />
         <pubDate>2016-06-17 12:10:03 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114907834</guid>
      </item>
      <item>
         <title>Les&amp;nbsp;panneaux solaires fonctionnent&amp;nbsp;en récupérant l’énergie du rayonnement solaire et en le transformant en énergie thermique&amp;nbsp;ou&amp;nbsp;électrique. Ce système de génération d’énergie reste très sous exploité. Une remarque à ce sujet est que si toute l’énergie solaire qui arrive sur terre en une période d’une heure était récupérée, il y’en aurait suffisamment pour satisfaire pendant un an tous les besoins de l’humanité en énergie.Le&amp;nbsp;rendement&amp;nbsp;d’un&amp;nbsp;panneau photovoltaïque&amp;nbsp;en dehors de ses qualités intrinsèques repose généralement sur trois facteurs&amp;nbsp;: la&amp;nbsp;localisation géographique, l’orientation des panneaux&amp;nbsp;et le&amp;nbsp;taux d’ensoleillement.Les installations photovoltaïques ont juste besoin de la&amp;nbsp;lumière&amp;nbsp;pour produire de l’énergie. Et bien que leur rendement soit plus élevé en présence du soleil, les panneaux solaires produisent de l’énergie par temps nuageux ou de pluie&amp;nbsp;</title>
         <author>anoukhenault</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114908230</link>
         <description><![CDATA[]]></description>
         <enclosure url="" />
         <pubDate>2016-06-17 12:16:20 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114908230</guid>
      </item>
      <item>
         <title></title>
         <author>freddytomta</author>
         <link>https://padlet.com/valjou/p6cwfzyahiyz/wish/114908306</link>
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" 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         <enclosure url="" />
         <pubDate>2016-06-17 12:17:39 UTC</pubDate>
         <guid>https://padlet.com/valjou/p6cwfzyahiyz/wish/114908306</guid>
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