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	<title>Volet battant et roulant en pratique &#187; batiment</title>
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		<title>Boreal : un nouveau baromètre dans le batiment.</title>
		<link>http://www.volet-pratique.com/boreal-un-nouveau-barometre-dans-le-batiment/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=boreal-un-nouveau-barometre-dans-le-batiment</link>
		<comments>http://www.volet-pratique.com/boreal-un-nouveau-barometre-dans-le-batiment/#comments</comments>
		<pubDate>Thu, 11 Dec 2014 16:04:46 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Evenements]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[développement durable]]></category>
		<category><![CDATA[économie]]></category>
		<category><![CDATA[enegie]]></category>
		<category><![CDATA[énergies renouvelables]]></category>
		<category><![CDATA[isolation]]></category>
		<category><![CDATA[RT 2012]]></category>
		<category><![CDATA[thermique]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=453</guid>
		<description><![CDATA[La rénovation énergétique est un sujet d&#8217;actualité, notement avec la loi finance 2015 rénovation énergétique. Pour pouvoir en suivre l&#8217;évolution, Boreal un nouveau baromètre de suivi trimestriel des marchés de l’entretien-amélioration du logement vient d&#8217;être mis en place. Cette enquête, &#8230; <a href="http://www.volet-pratique.com/boreal-un-nouveau-barometre-dans-le-batiment/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>La <strong>rénovation énergétique</strong> est un sujet d&rsquo;actualité, notement avec la <a title="loi finance 2015 rénovation énergétique" href="http://www.volet-pratique.com/la-renovation-energetique-de-projet-de-loi-de-finances-2015/">loi finance 2015 rénovation énergétique</a>. Pour pouvoir en suivre l&rsquo;évolution, <strong>Boreal</strong> un nouveau baromètre de suivi trimestriel des marchés de l’entretien-amélioration du logement vient d&rsquo;être mis en place.</p>
<p>Cette enquête, à l&rsquo;initive de L’Agence nationale de l’habitat (www.anah.fr) et le club de l’amélioration de l’habitat (www.cah.fr) consiste à recueillir des données d’activité auprès de 6 000 professionnels (artisans, TPE, PME, grandes entreprises) travaillant pour des chantiers d’amélioration et d’entretien du parc privé métropolitain, soit un potentiel de 33 millions de logements.</p>
<p>Tous les trimestres, un échantillon représentatif de ces professionnels sera interrogé sur l’ensemble de leur activité de sorte à obtenir deux types de données :</p>
<ul>
<li>quantitatives (nombre de chantiers par type et taille d’entreprise avec évolution de l’activité)</li>
<li>qualitatives (qui seront l’expression de l’opinion des professionnels interrogés sur les perspectives d’avenir et certains dossiers d’actualité)</li>
</ul>
<h2>Les chiffres qui ressortent de boreal :</h2>
<ul>
<li>La première enquête réalisée du 6 au 28 octobre 2014, permet de déterminer que quelque 3 millions de chantiers ont été achevés dans le courant du 3ème trimestre 2014.</li>
<li>70% des chantiers terminés par les entreprises dans le courant du 3ème trimestre 2014 sont des chantiers d’entretien amélioration dans le domaine résidentiel.</li>
<li>Ces chantiers représentent un chiffre d’affaires de 12 milliards d’euros et constitueront la donnée « de départ » que les vagues suivantes utiliseront comme point de référence pour mesurer l’évolution du marché d’un trimestre à l’autre ou d’une année sur l’autre.</li>
<li>72% des chantiers signés par les entreprises pour les mois prochains sont des chantiers d’entretien amélioration.</li>
<li>75% des entreprises estiment que l’activité se maintiendra le trimestre prochain, (même si les entreprises restent préoccupées par leur carnet de commandes).</li>
</ul>
<p>Cette enquête a été menée par le cabinet Biis, bureau d’études spécialisé dans l’observation des métiers du bâtiment (www.biis.biz), les résultats des prochaines vagues seront disponibles en février, mai, août et novembre 2015. Le Club et l’Anah présenteront chaque fin d’année un panorama de l’activité des entreprises dans les travaux d’amélioration.</p>
<h3>Pour connaitre toute l&rsquo;etude, telechargez le <a href="http://www.anah.fr/fileadmin/anahmedias/communiques_de_presse/communique-presse-barometre-boreal-09-12-14.pdf" target="_blank">Communiqué de presse &#8211; Baromètre BOREAL 09/12/14</a> (PDF &#8211; 73 Ko)</h3>
<p>&nbsp;</p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>La rénovation énergétique de projet de loi de finances 2015</title>
		<link>http://www.volet-pratique.com/la-renovation-energetique-de-projet-de-loi-de-finances-2015/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=la-renovation-energetique-de-projet-de-loi-de-finances-2015</link>
		<comments>http://www.volet-pratique.com/la-renovation-energetique-de-projet-de-loi-de-finances-2015/#comments</comments>
		<pubDate>Tue, 14 Oct 2014 13:15:23 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Evenements]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[développement durable]]></category>
		<category><![CDATA[économie]]></category>
		<category><![CDATA[enegie]]></category>
		<category><![CDATA[énergie]]></category>
		<category><![CDATA[isolation]]></category>
		<category><![CDATA[thermique]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=443</guid>
		<description><![CDATA[Selon la ministre de l&#8217;Ecologie Ségolène Royal, &#171;&#160;La rénovation énergétique est attendue car elle est un levier de sortie de crise&#160;&#187;. L&#8217;objectif est ainsi de rénover énergétiquement &#171;&#160;500.000 logements par an à compter de 2017, dont au moins la moitié est &#8230; <a href="http://www.volet-pratique.com/la-renovation-energetique-de-projet-de-loi-de-finances-2015/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Selon la ministre de l&rsquo;Ecologie Ségolène Royal, &laquo;&nbsp;La rénovation énergétique est attendue car elle est un levier de sortie de crise&nbsp;&raquo;. L&rsquo;objectif est ainsi de rénover énergétiquement &laquo;&nbsp;500.000 logements par an à compter de 2017, dont au moins la moitié est occupée par des ménages aux revenus modestes&nbsp;&raquo;.</p>
<p>Le projet de loi de finances 2015 prévoit notamment pour la rénovation énergétique :</p>
<ul>
<li>Obligation de réaliser des travaux de rénovation énergétique en cas de travaux de ravalement, de toiture, et d&rsquo;aménagement de nouvelles pièces.</li>
<li>Un crédit d&rsquo;impôt pour la transition énergétique, qui va remplacer l&rsquo;actuel crédit d&rsquo;impôt développement durable (CIDD dont voici les objectif</li>
<li>Pour les travaux de rénovation énergétique ou pour l&rsquo;acquisition d&rsquo;équipements permettant des économies d&rsquo;énergie (chaudières à condensation, appareils de régulation du chauffage, etc.) engagés entre le 1er septembre 2014 et le 31 décembre 2015, porter à 30% l&rsquo;allègement fiscal (contre 15% à 25% actuellement)</li>
<li>L&rsquo;éco-prêt à taux zéro a été relancé depuis juillet 2014.</li>
<li>Possibilité de dérogations aux règles d&rsquo;urbanisme en cas de travaux d&rsquo;isolation. Cette disposition simplifie et élargit l&rsquo;obtention du permis de construire ou de la déclaration préalable pour la réalisation de ce type d&rsquo;opérations.</li>
<li>Mise en place un &laquo;&nbsp;carnet numérique de suivi et d&rsquo;entretien&nbsp;&raquo; du logement, mentionnant les informations utiles à son entretien et à l&rsquo;amélioration de sa performance énergétique, pour les constructions neuves d&rsquo;immeubles privés à usage d&rsquo;habitation à partir de 2017.</li>
<li>Favoriser la rénovation acoustique à l&rsquo;occasion de la rénovation énergétique des bâtiments. Tout contrat de prestation visant à une amélioration de la performance énergétique ou environnementale d&rsquo;un bâtiment devra préciser, sous peine de nullité, si le prestataire s&rsquo;oblige ou non à un résultat.</li>
<li> Lors des ventes d&rsquo;immeubles d&rsquo;habitation, les conseils généraux pourront aussi décider de moduler les droits de mutation (de 3,10 à 4,50%) en fonction des performances énergiques des bâtiments, en vertu d&rsquo;un autre amendement adopté.</li>
<li>Obligation de mise à disposition des clients de leurs données de consommation de gaz et d&rsquo;électricité, ainsi que de systèmes d&rsquo;alerte en cas de dépassement d&rsquo;un certain seuil. (Ces services ne doivent pas donner lieu à facturation).</li>
</ul>
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		</item>
		<item>
		<title>La Semaine mondiale du Bâtiment Durable</title>
		<link>http://www.volet-pratique.com/la-semaine-mondiale-du-batiment-durable/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=la-semaine-mondiale-du-batiment-durable</link>
		<comments>http://www.volet-pratique.com/la-semaine-mondiale-du-batiment-durable/#comments</comments>
		<pubDate>Tue, 23 Sep 2014 14:56:01 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Evenements]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[développement durable]]></category>
		<category><![CDATA[énergies renouvelables]]></category>
		<category><![CDATA[RT 2012]]></category>
		<category><![CDATA[thermique]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=439</guid>
		<description><![CDATA[France GBC, association au service du développement, de la construction et de l’aménagement durables, organise en France la World Green Building Week, la semaine du « bâtiment durable » qui se tiendra du 19 au 23 septembre prochain. Evénement à &#8230; <a href="http://www.volet-pratique.com/la-semaine-mondiale-du-batiment-durable/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.volet-pratique.com/wp-admin/la Semaine mondiale du Bâtiment Durable"><img class="alignleft" title="la Semaine mondiale du Bâtiment Durable" alt="WGBW La Semaine mondiale du Bâtiment Durable" src="http://www.francegbc.fr/images/stories/actualites/20110620_WGBW/WGBW.jpg" width="308" height="93" /></a><strong>France GBC, association au service du développement, de la construction et de l’aménagement durables, organise en France la World Green Building Week, la semaine du « bâtiment durable » qui se tiendra du 19 au 23 septembre prochain.</p>
<p>Evénement à dimension internationale et promu par le réseau World Green Building Council, cette semaine permettra de mettre à l’honneur le savoir‐faire de la construction durable, des initiatives durables pour le secteur de la construction dans chaque pays.</strong></p>
<p><em>Un événement international…</em></p>
<p>Créé en 2002, le World GBC est un réseau international dont la mission est d’accélérer la transformation du cadre bâti vers des pratiques plus respectueuses de l’environnement. Pour cela, il dispose de plusieurs conseils nationaux, dont France GBC pour notre pays. Le World GBC compte actuellement 89 « Green Building Councils » (GBC) à différents stades de développement.</p>
<p>Depuis 2009, le World GBC organise chaque 3ème semaine de septembre la World Green Building Week, une semaine durant laquelle le « bâtiment vert » est mis à l’honneur à travers le monde entier.</p>
<p>Cette année encore, c’est plus de 80 pays membres du réseau GBC qui s’engagent au même moment pour promouvoir et sensibiliser le plus grand nombre à la construction et à l’aménagement durables, autour du même thème commun : « Green Building in a Green Economy » (Les bâtiments verts dans une économie verte).</p>
<p><em>… la France comme acteur majeur</em></p>
<p>Le maillon français du World GBC, France GBC, participe également à ce mouvement : jeu concours à destination des internautes, lancement du « Passeport Bâtiment Durable » (nouvel affichage nécessaire à la certification NF Bâtiments Tertiaires‐Démarche HQE au niveau international), formations, expositions, conférences, visite de bâtiments durables… c’est au total treize manifestations françaises qui se dérouleront durant cette semaine.</p>
<p>La diversité de ces événements, seulement possible grâce au large panel d’acteurs représentés par France GBC, mettra ainsi à l’honneur les démarches durables Haute Qualité Environnementale et Basse Consommation Energétique dans la construction, la gestion et l’exploitation des bâtiments. Plusieurs composants de ce savoir faire français multisectoriel, y compris à l’international seront ainsi mis en avant durant la World Green Building Week, illustrant ainsi le dynamisme de la France en matière de construction et d’aménagement durables.</p>
<p><em>source http://www.francegbc.fr/fr/un-article</em></p>
<p><strong>Téléchargez : </strong></p>
<ul>
<li><a href="http://www.francegbc.fr/images/stories/actualites/20110620_WGBW/Parcours_Calendrier_France_GBC_World_Green_Building_010911.pdf" target="_blank">Parcours-Calendrier de la semaine</a></li>
<li><a href="http://www.francegbc.fr/images/stories/actualites/20110620_WGBW/CP_France_GBC_World_Green_Building_Week_VF_010911.pdf" target="_blank">Le Communiqué de Presse</a></li>
<li><a href="http://www.francegbc.fr/images/stories/actualites/20110620_WGBW/DP_France_GBC_World_Green_Building_Week_VF_010911.pdf" target="_blank">Le Dossier de Presse</a></li>
</ul>
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		<title>Classe de résistance au vent des volets roulants</title>
		<link>http://www.volet-pratique.com/classe-de-resistance-au-vent-des-volets-roulants/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=classe-de-resistance-au-vent-des-volets-roulants</link>
		<comments>http://www.volet-pratique.com/classe-de-resistance-au-vent-des-volets-roulants/#comments</comments>
		<pubDate>Tue, 06 May 2014 14:27:50 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Conseils]]></category>
		<category><![CDATA[Techniques]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[technique]]></category>
		<category><![CDATA[volet]]></category>
		<category><![CDATA[volet roulant]]></category>
		<category><![CDATA[volet-system]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=419</guid>
		<description><![CDATA[La qualité d&#8217;un volet se défini par la qualité des matériaux utilisés (choix de la manœuvre, de la motorisation&#8230;) mais aussi par sa capacité à résister aux événements extérieurs. Cette capacité établie en fonction de l&#8217;exposition au vent est définie &#8230; <a href="http://www.volet-pratique.com/classe-de-resistance-au-vent-des-volets-roulants/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>La qualité d&rsquo;un volet se défini par la qualité des matériaux utilisés (choix de la manœuvre, de la motorisation&#8230;) mais aussi par sa capacité à résister aux événements extérieurs. Cette capacité établie en fonction de l&rsquo;exposition au vent est définie par la DTU 34.2.</p>
<p>Plus votre volet est large, moins il résistera aux vents forts ; il est donc important de vérifier que votre volet soit adapté à l ’environnement auquel il sera confronté.</p>
<h2>C&rsquo;est la classe de résistance au vent qui permettra de vérifier la résistance de votre volet, cette classe est définie en fonction des paramètres suivants :</h2>
<h2> ZONE DE VENT :</h2>
<p>5 zones de vent, numérotées de 1 à 5, sont définies sur le territoire français en fonction de la force des vents. Seules les zones 1 à 4 sont représentées sur le territoire métropolitain.</p>
<p><img alt=" Classe de résistance au vent des volets roulants" src="data:image/jpeg;base64,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title="Classe de résistance au vent des volets roulants" /></p>
<h2> SITUATION D&rsquo;ENVIRONNEMENT :</h2>
<p>4 situations d&rsquo;environnement sont à distinguer pour la construction, représentées par les cas a, b, c et d énoncés ci-dessous :</p>
<ul>
<li>a &#8211; à l&rsquo;intérieur des grands centres urbains</li>
<li>b &#8211; dans les villes petites et moyennes ou à la périphérie des grands centres urbains, dans les zones industrielles, dans les zones forestières</li>
<li>c &#8211; en rase campagne</li>
<li>d &#8211; en bord de lacs ou plans d&rsquo;eau pouvant être parcourus par le vent sur une distance d&rsquo;au moins 5 km ou en bord de mer.</li>
</ul>
<h2>HAUTEUR PAR RAPPORT AU SOL :</h2>
<p>5 intervalles de hauteur sont définis pour situer la hauteur H de la fermeture par rapport au sol :</p>
<ul>
<li>H ≤ 6 m</li>
<li>6 m &lt; H ≤ 18 m</li>
<li>18 m &lt; H ≤ 28 m</li>
<li>28 m &lt; H  ≤ 50 m</li>
<li>50 m &lt; H  ≤ 100 m</li>
</ul>
<h2>Vous trouverez la classe de résistance au vent de votre volet roulant en fonction des 3 paramètres précédents et du tableau suivant  :</h2>
<p><img alt=" Classe de résistance au vent des volets roulants" src="data:image/png;base64,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" title="Classe de résistance au vent des volets roulants" /></p>
<p><strong>La  classe de résistance au vent minimale requise sur le territoire français, pour une fermeture exposée au vent est la classe 2 et la certification NF Fermetures n’est délivrée que pour les classes 3 à 6.</strong></p>
<p><span style="font-size: large;">Tous les <strong>volets roulants</strong> vendus par <strong>volet-system.com</strong> sont calibrés pour une <strong>classe 3</strong>.</span></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Innovative building Expo : salon professionnel du bâtiment innovant</title>
		<link>http://www.volet-pratique.com/innovative-building-expo-salon-professionnel-du-batiment-innovant/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=innovative-building-expo-salon-professionnel-du-batiment-innovant</link>
		<comments>http://www.volet-pratique.com/innovative-building-expo-salon-professionnel-du-batiment-innovant/#comments</comments>
		<pubDate>Tue, 01 Apr 2014 13:19:49 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Evenements]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[développement durable]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=414</guid>
		<description><![CDATA[Le salon professionnel du bâtiment innovant, tertiaire, résidentiel collectif et industriel tiendra sa 4ème édition du mardi 8 au jeudi 10 avril 2014 à Paris Porte de Versailles. Ce rendez-vous annuel est dédié aux décideurs-prescripteurs tels que les architectes, maîtres &#8230; <a href="http://www.volet-pratique.com/innovative-building-expo-salon-professionnel-du-batiment-innovant/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.innovative-building.fr"><img class="alignleft" style="margin: 5px;" title="Salon innovative building" alt="Homepage Innovative building Expo : salon professionnel du bâtiment innovant" src="http://www.innovative-building.fr/upload/Homepage.jpg" width="240" height="329" /></a> Le salon professionnel du bâtiment innovant, tertiaire, résidentiel collectif et industriel tiendra sa 4ème édition du mardi 8 au jeudi 10 avril 2014 à Paris Porte de Versailles.</p>
<p>Ce rendez-vous annuel est dédié aux décideurs-prescripteurs tels que les architectes, maîtres d’œuvre et d’ouvrage, bureaux d’études, constructeurs, gestionnaires immobiliers, directeurs de l’environnement de travail, directeurs techniques&#8230;</p>
<div dir="ltr" data-angle="0" data-font-name="Helvetica" data-canvas-width="34.51213877642749">Il leur permet de trouver les solutions en matière de construction, rénovation, exploitation, maintenance et certification.</div>
<div dir="ltr" data-angle="0" data-font-name="Helvetica" data-canvas-width="34.51213877642749">
<div dir="ltr" data-angle="0" data-font-name="Helvetica" data-canvas-width="394.1118045003909">Plateforme de rencontres et d’échanges, innovative building Expo propose un programme pragmatique de conférences plénières et d’ateliers thématiques.</div>
<div dir="ltr" data-angle="0" data-font-name="Helvetica" data-canvas-width="267.31217935689324">Rassemblant des intervenants experts dans leurs domaines, ils transmettent/communiquent leurs retours d’expériences et répondent aux</div>
<div dir="ltr" data-angle="0" data-font-name="Helvetica" data-canvas-width="230.03551835145666">problématiques de terrain.</div>
</div>
]]></content:encoded>
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		</item>
		<item>
		<title>Le coffre de volet roulant dans la RT 2012</title>
		<link>http://www.volet-pratique.com/le-coffre-de-volet-roulant-dans-la-rt-2012/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=le-coffre-de-volet-roulant-dans-la-rt-2012</link>
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		<pubDate>Wed, 15 Jan 2014 12:07:28 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Produits]]></category>
		<category><![CDATA[batiment]]></category>
		<category><![CDATA[isolation]]></category>
		<category><![CDATA[RT 2012]]></category>
		<category><![CDATA[thermique]]></category>
		<category><![CDATA[volet roulant]]></category>
		<category><![CDATA[volet-system]]></category>

		<guid isPermaLink="false">http://www.volet-pratique.com/?p=377</guid>
		<description><![CDATA[Le coffre de volet roulant participe au même titre que les volets mêmes à la performance du bâti. Reste désormais à Il faut donc étendre leur prise en compte pour accroître les économies d’énergie de chaque construction neuve ou en &#8230; <a href="http://www.volet-pratique.com/le-coffre-de-volet-roulant-dans-la-rt-2012/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.volet-system.com/opti-coffre-tunnel-bbc-10.htm"><img class="alignleft" title="coffre volet roulant RT 2012" alt="ar volet roulant tradi alu coffre tunnel a treuil 2771 Le coffre de volet roulant dans la RT 2012" src="http://www.volet-system.com/ar-volet-roulant-tradi-alu-coffre-tunnel-a-treuil-2771.jpg" width="328" height="328" /></a>Le <a title="coffre volet roulant" href="http://www.volet-system.com/ins-coffre-tunnel-volet-roulant-80.htm" target="_blank">coffre de volet roulant</a> participe au même titre que les volets mêmes à la performance du bâti. Reste désormais à Il faut donc étendre leur prise en compte pour accroître les économies d’énergie de chaque construction neuve ou en rénovation.</p>
<h2>L’étanchéité à l’air renforcée avec les coffres de volets roulants</h2>
<p>Le coffre VR est un élément essentiel de la RT 2012 en venant participer à l’étanchéité à l’air. Cette donnée n’est pas insignifiante quand on sait que les consommations en chauffage d’un habitat peuvent diminuer de 9 % avec la présence de volets roulants, et la température se réduire de 5°C durant les épisodes de chaleur.<br />
Les qualités du coffre de volet roulant passent notamment par son isolation en évitant l’entrée d’air dans le logement grâce à une bonne liaison entre chaque élément. Les <a title="coffre volet BBC" href="http://www.volet-system.com/opti-coffre-tunnel-bbc-10.htm" target="_blank">coffres BBC</a> possèdent ces qualités.<br />
Selon les préconisations de la nouvelle <strong>réglementation thermique notement avec la RT 21012</strong>, les surfaces vitrées de chaque construction devront correspondre à 1/6ème de la surface habitable.<br />
Les baies seront ainsi de plus en plus grandes, nécessitant également des éléments de fermetures plus importants.</p>
<p>Les fabricants de volets roulants devront ainsi s&rsquo;adapter avec des coffres tunnel parfaitement rigides pour supprimer les effets de déformation et conserver une étanchéité parfaite.</p>
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		<title>Etude sur les propriétés énergétiques des volets roulants</title>
		<link>http://www.volet-pratique.com/etude-sur-les-proprietes-energetiques-des-volets-roulants/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=etude-sur-les-proprietes-energetiques-des-volets-roulants</link>
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		<pubDate>Tue, 10 Dec 2013 15:13:53 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
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		<guid isPermaLink="false">http://www.volet-pratique.com/?p=368</guid>
		<description><![CDATA[Membre adhérent de la Fédération française du bâtiment, le Syndicat national de la fermeture, de la protection solaire et des professions associées (SNFPSA) a dressé un état des lieux des connaissances actuelles sur les propriétés énergétiques des volets roulants, à &#8230; <a href="http://www.volet-pratique.com/etude-sur-les-proprietes-energetiques-des-volets-roulants/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Membre adhérent de la Fédération française du bâtiment, le Syndicat national de la fermeture, de la protection solaire et des professions associées (SNFPSA) a dressé un état des lieux des connaissances actuelles sur les propriétés énergétiques des volets roulants, à partir de l’analyse de différentes réglementations thermiques européennes, d’une synthèse documentaire d’articles scientifiques et de la réalisation de simulations sur une maison type. Les conclusions sont :</p>
<ul>
<li>Les <strong>performances d’isolation renforcée des volets roulants</strong> améliorent l’isolation des fenêtres et permettent de réduire la consommation de chauffage jusqu’à 22%.</li>
<li>L&rsquo;efficacité des volets roulants en période estivale qui améliorent de 70% la capacité pour la fenêtre de stopper l’entrée de la chaleur du soleil et réduisant ainsi la température intérieure de plus de 5°C.</li>
</ul>
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		<title>Les perspectives du photovoltaïque</title>
		<link>http://www.volet-pratique.com/les-perspectives-du-photovoltaique/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=les-perspectives-du-photovoltaique</link>
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		<pubDate>Wed, 05 Jun 2013 08:32:47 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Evenements]]></category>
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		<guid isPermaLink="false">http://www.volet-pratique.com/?p=274</guid>
		<description><![CDATA[Le photovoltaïque intégré au bâtiment a des perspectives fantastiques sur dix ans Selon Jean DAMIAN, président du Groupement des métiers du photovoltaïque (FFB). La deuxième assemblée générale du FFB qui s&#8217;est tenue le 30 mai dernier à constatée l’apparition progressive d’un &#8230; <a href="http://www.volet-pratique.com/les-perspectives-du-photovoltaique/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Le <a title="panneau solaire" href="http://www.volet-system.com/ins-volet-roulant-solaire-81.htm" target="_blank"><img class="alignleft size-thumbnail wp-image-152" title="Panneau Solaire photovoltaïque " src="http://www.volet-pratique.com/wp-content/uploads/2013/01/enegie-solaire-150x150.jpg" alt="enegie solaire 150x150 Les perspectives du photovoltaïque " width="150" height="150" /></a>photovoltaïque intégré au bâtiment a des perspectives fantastiques sur dix ans Selon Jean DAMIAN, président du Groupement des métiers du photovoltaïque (FFB).<br />
La deuxième assemblée générale du FFB qui s&rsquo;est tenue le 30 mai dernier à constatée l’apparition progressive d’un marché du photovoltaïque dans le bâtiment tiré par le principe de l’autoconsommation.<br />
En effet, la majorité des bâtiments d&rsquo;ici à 2020 devraient se voir équipés de modules photovoltaïques leur permettant de présenter un bilan énergétique positif.</p>
<p>Alors le photovoltaïque sera t-il un levier de sortie de crise qui se développera grâce aux réglementations thermiques 2012 ?</p>
<p>Toutes les infos sur <a href="http://www.gmpv.ffbatiment.fr/">www.gmpv.ffbatiment.fr/</a></p>
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		<title>Salon Habitat &amp; Immobilier</title>
		<link>http://www.volet-pratique.com/salon-habitat-immobilier/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=salon-habitat-immobilier</link>
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		<pubDate>Wed, 15 May 2013 09:25:00 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
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		<category><![CDATA[autoconstruction]]></category>
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		<description><![CDATA[Salon Habitat &#38; Immobilier &#8211; DEAUVILLE aux Etablissements Elie-de-Brignac - du 18 au 20 Mai 2013 Stéphane PLAZA sera au Salon de l&#8217; Habitat de DEAUVILLE ! Ce salon s’articulera autour de 6 espaces thématiques des secteurs de l’habitat et de &#8230; <a href="http://www.volet-pratique.com/salon-habitat-immobilier/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<h2>
<img class="alignleft" title="salon habitat et immobilier" src="http://salon-habitat-immobilier-deauville-calvados.com/images/2013/index.jpg" alt="index Salon Habitat & Immobilier " width="180" height="140" />Salon Habitat &amp; Immobilier &#8211; DEAUVILLE aux Etablissements Elie-de-Brignac - du 18 au 20 Mai 2013</h2>
<p>Stéphane PLAZA sera au Salon de l&rsquo; Habitat de DEAUVILLE !</p>
<p>Ce salon s’articulera autour de 6 espaces thématiques des secteurs de l’habitat et de l’immobilier :</p>
<ul>
<li>Habitat,</li>
<li>Nature et Jardin</li>
<li>Les Métiers de l’Art</li>
<li>L’Immobilier</li>
<li>L’espace Déco</li>
<li>Les Energies Nouvelles</li>
</ul>
<p>70 professionnels seront à la disposition des visiteurs pour leur exposer leur savoir-faire et répondre à toutes les questions concernant leur projet de construction, de rénovation, d&rsquo;aménagement ou de décoration de la maison.</p>
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		<title>Les réformes prévues pour la rénovation thermique</title>
		<link>http://www.volet-pratique.com/les-reformes-prevues-pour-la-renovation-thermique/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=les-reformes-prevues-pour-la-renovation-thermique</link>
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		<pubDate>Mon, 06 May 2013 13:20:24 +0000</pubDate>
		<dc:creator><![CDATA[Christophe vs]]></dc:creator>
				<category><![CDATA[Conseils]]></category>
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		<guid isPermaLink="false">http://www.volet-pratique.com/?p=259</guid>
		<description><![CDATA[Concernant le parc immobilier existant, l&#8217;objectif est d&#8217;isoler chaque année un million de logements (dont 600 000 pour la rénovation de bâtiments anciens). Pour y parvenir, le plan bâtiment 2012-2017 prévoit un plan de rénovation thermique : Le premier volet de ce &#8230; <a href="http://www.volet-pratique.com/les-reformes-prevues-pour-la-renovation-thermique/">Lire la suite <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><a href="http://www.volet-system.com/cat-volet-roulant-pour-la-renovation-12.htm"><img class="alignleft" title="rénovation thermique" src="http://www.volet-pratique.com/wp-content/uploads/2013/05/thermique.jpg" alt="thermique Les réformes prévues pour la rénovation thermique" width="148" height="130" /></a>Concernant le parc immobilier existant, l&rsquo;objectif est d&rsquo;isoler chaque année un million de logements (dont 600 000 pour la rénovation de bâtiments anciens). Pour y parvenir, le plan bâtiment 2012-2017 prévoit un plan de rénovation thermique :</p>
<p>Le premier volet de ce plan concerne le financement des travaux de rénovation thermique avec</p>
<ul>
<li>La création d&rsquo;une structure de tiers-investissement prenant en charge une partie ou la totalité des travaux d&rsquo;un foyer et dont la rémunération serait basée sur les économies d&rsquo;énergie réalisées, permettant de décharger les propriétaires de l&rsquo;avance des frais.</li>
<li>Le renforcement des dispositifs d&rsquo;aide existants que sont le crédit d&rsquo;impôt développement durable (CIDD) et l&rsquo;éco-PTZ, (principalement pour les logements les plus mal isolés).</li>
</ul>
<p>Le deuxième volet porte sur la création de plateformes régionales réunissant l&rsquo;ensemble des acteurs de la rénovation, avec un guichet unique ayant pour objectif de simplifier les démarches des particuliers souhaitant entreprendre des travaux d&rsquo;amélioration énergétique dans leur logement : renseignements, conseils et diagnostics utiles, souscription aux aides et prêts mobilisables.</p>
<p>Ce plan de rénovation thermique sera intégré au projet de loi de finances pour 2013.</p>
<p>Plus d&rsquo;infos sur</p>
<ul>
<li>le site www.calculeo.fr de l&rsquo;Anah : les démarches à effectuer pour obtenir les aides, quelles informations vérifier auprès des professionnels, sur quels critères les comparer&#8230;</li>
<li>www.infoenergie.org : partout en France, les espaces Info-Energie de l&rsquo;Ademe vous accueillent.</li>
</ul>
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