Notre projet de construction d'une maison passive et écologique en Indre et Loire

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  <title type="html">Notre projet de construction d'une maison passive et écologique en Indre et Loire</title>
  <subtitle type="html">Blog sur la construction d'une maison passive en Indre et Loire pour vous faire partager nos états d'esprits, nos convictions, nos réflexions, nos déboires, ... et ceci tout au long de notre démarche.</subtitle>
  <link href="http://maison.guillet.free.fr/dotclear/index.php?feed/atom" rel="self" type="application/atom+xml"/>
  <link href="http://maison.guillet.free.fr/dotclear/index.php?" rel="alternate" type="text/html"
  title="Blog sur la construction d'une maison passive en Indre et Loire pour vous faire partager nos états d'esprits, nos convictions, nos réflexions, nos déboires, ... et ceci tout au long de notre démarche."/>
  <updated>2026-04-01T14:45:52+02:00</updated>
  <author>
    <name>Alain Guillet</name>
  </author>
  <id>urn:md5:29ab6bba550cc1e661a584bdd819365b</id>
  <generator uri="http://www.dotclear.org/">Dotclear</generator>
  
    
  <entry>
    <title>Site dédié au suivi de notre maison</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2013/12/05/Site-d%C3%A9di%C3%A9-au-suivi-de-notre-maison" rel="alternate" type="text/html"
    title="Site dédié au suivi de notre maison" />
    <id>urn:md5:f7e7bebf88c58d2e8854bb2a94cc9a05</id>
    <published>2013-12-05T22:38:00+01:00</published>
    <updated>2013-12-05T23:38:02+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>statistiques</dc:subject><dc:subject>suivi</dc:subject><dc:subject>températures</dc:subject><dc:subject>VMC</dc:subject>    
    <content type="html">    &lt;p&gt;Bonsoir,&lt;/p&gt;
&lt;p&gt;Pour suivre quasiment en temps réel les données relevées par les différentes sondes équipant notre maison j'ai créé un site sur la base de celui de &lt;a href=&quot;http://meteo14320.fr/&quot;&gt;Danm14&lt;/a&gt; à l'origine axé sur la météo.&lt;/p&gt;
&lt;p&gt;Le site est accessible là: &lt;a href=&quot;http://maisonguillet.alwaysdata.net&quot;&gt;suivi des données de notre maison&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;La base est le relevé des sondes connectées sur un serveur domotique &quot;Zibase&quot;. Des scripts sont installés sur un serveur NAS de Synology qui enregistrent ces données dans une base Mysql du NAs et les répliquent sur la base mysql du site hébergé par alwaysdata.&lt;/p&gt;
&lt;p&gt;Il est en cours de construction mais fonctionne assez bien, il va évoluer et si vous souhaitez voir apparaitre des courbes plus parlantes pour vous, soumettez moi vos idées.&lt;/p&gt;
&lt;p&gt;Bonne soirée ;)&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2013/12/05/Site-d%C3%A9di%C3%A9-au-suivi-de-notre-maison#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/1030</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Portes ouvertes maisons passives 2013</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2013/10/03/Portes-ouvertes-maisons-passives-2013" rel="alternate" type="text/html"
    title="Portes ouvertes maisons passives 2013" />
    <id>urn:md5:936e0ab38b5c448c7e1418b1809c371a</id>
    <published>2013-10-03T10:42:00+02:00</published>
    <updated>2013-10-03T10:42:00+02:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Visites</dc:subject>
        <dc:subject>Passif</dc:subject><dc:subject>portes ouvertes</dc:subject><dc:subject>visite</dc:subject>    
    <content type="html">    &lt;p&gt;Comme tous les ans, l'association &lt;a href=&quot;http://www.lamaisonpassive.fr/spip/spip.php?article133&quot;&gt;&quot;la maison passive France&quot;&lt;/a&gt; sollicite les propriétaires de maison passive afin de participer à des journées portes ouvertes. Nous avons donc décidé de participer à ces journées en ouvrant nos portes le 09 novembre 2013.&lt;/p&gt;
&lt;p&gt;Nous allons organiser des visites en fonction du nombre de participants. Vous pouvez donc vous pré-inscrire en laissant un message sur ce billet ou en m'écrivant par mail en n'oubliant pas de laisser vos coordonnées. Nous vous communiquerons par la suite l'organisation que nous mettrons en place.&lt;/p&gt;
&lt;p&gt;A bientôt.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2013/10/03/Portes-ouvertes-maisons-passives-2013#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/1026</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Problème avec Internet Exlporer - Suite et j'espère fin</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/12/30/Probl%C3%A8me-avec-Internet-Exlporer-Suite-et-j-esp%C3%A8re-fin" rel="alternate" type="text/html"
    title="Problème avec Internet Exlporer - Suite et j'espère fin" />
    <id>urn:md5:d2e07d729539186d22cd000c4352a2bb</id>
    <published>2012-12-30T16:01:00+01:00</published>
    <updated>2012-12-30T17:02:55+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Evolution du blog</dc:subject>
            
    <content type="html">    &lt;p&gt;Suite au billet précédent: &lt;a href=&quot;http://maison.guillet.free.fr/dotclear/index.php?post/2012/12/28/Probl%C3%A8me-avec-Internet-Exlporer&quot;&gt;Problème avec Internet Explorer&lt;/a&gt;, apparemment le problème a l'air d'être résolu.&lt;/p&gt;
&lt;p&gt;Si vous rencontrez des difficultés n'hésitez pas à m'en faire part ;)&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2012/12/30/Probl%C3%A8me-avec-Internet-Exlporer-Suite-et-j-esp%C3%A8re-fin#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/1024</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Problème avec Internet Exlporer</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/12/28/Probl%C3%A8me-avec-Internet-Exlporer" rel="alternate" type="text/html"
    title="Problème avec Internet Exlporer" />
    <id>urn:md5:b63771817e6323842b8b1ff49ade3447</id>
    <published>2012-12-28T23:14:00+01:00</published>
    <updated>2012-12-29T00:14:20+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Evolution du blog</dc:subject>
            
    <content type="html">    &lt;p&gt;Aujourd'hui je viens de commencer à basculer les graphiques de températures de la VMC vers un nouveau soft: &lt;a href=&quot;http://www.highcharts.com/&quot;&gt;Highstock&lt;/a&gt;.&lt;/p&gt;
&lt;p&gt;J'ai fait ce basculage à cause d'Internet explorer qui avait du mal à gérer les multiples annotated timeline de Google. Je me retrouve dans une situation presque pire. En effet, maintenant aucun des nouveaux graphiques ne fonctionnent sous Internet Explorer par contre ils fonctionnent très bien sous &lt;a href=&quot;http://www.mozilla.org/fr/firefox/fx/&quot;&gt;Firefox&lt;/a&gt; et &lt;a href=&quot;http://www.google.com/intl/fr/chrome/browser/&quot;&gt;Chrome&lt;/a&gt;. Je ne saurai trop vous conseiller de basculer vers ceux ci sans tarder ;)&lt;/p&gt;
&lt;p&gt;En attendant, je vais essayer de régler ce problème mais je ne sais pas trop comment faire. L'affichage est parfait depuis le tableau de bord en mode création du billet mais dès qu'on passe sur le site j'ai plusieurs messages d'erreur dont un concernant une variable: &quot;XXX est indéfini&quot; alors qu'elle est bien définie???&lt;/p&gt;
&lt;p&gt;Bref, pour ceux qui ont la chance d'avoir Firefox ou Chrome ou si, lorsque vous lirez ces lignes, j'ai réussi à faire travailler Internet Explorer avec mon script, voici les fonctionnalités intéressantes de ces nouveaux graphiques:&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;&lt;ins&gt;&lt;strong&gt;1:&lt;/strong&gt;&lt;/ins&gt; &lt;/p&gt;
&lt;p&gt;en cliquant sur &quot;1s&quot; on limite l'affichage à 1 semaine&lt;/p&gt;
&lt;p&gt;en cliquant sur &quot;2s&quot; on limite l'affichage à 2 semaines&lt;/p&gt;
&lt;p&gt;en cliquant sur &quot;Tout&quot; on supprime l'effet de limitation de l'affichage à 1 semaine ou 2.&lt;/p&gt;
&lt;p&gt;&lt;ins&gt;&lt;strong&gt;2:&lt;/strong&gt;&lt;/ins&gt; en promenant la souris sur le graphique les données liées à l'emplacement de la souris sont automatiquement affichées&lt;/p&gt;
&lt;p&gt;&lt;ins&gt;&lt;strong&gt;3:&lt;/strong&gt;&lt;/ins&gt; en cliquant sur un libellé d'une série de données dans cette légende on supprime ou on ré affiche cette série, pratique quand l'affichage est un peu touffu&lt;/p&gt;
&lt;p&gt;&lt;ins&gt;&lt;strong&gt;4:&lt;/strong&gt;&lt;/ins&gt; on peut limiter l'affichage entre deux dates saisies dans ces cases.&lt;/p&gt;
&lt;p&gt;En plus de ces 4 points, on peut faire un zoom sur une partie du graphique en sélectionnant une zone avec la souris comme cela:&lt;/p&gt;
&lt;p&gt;&lt;img src=&quot;data:image/png;base64,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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;et le résultat est le suivant:&lt;/p&gt;
&lt;p&gt;&lt;img 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&quot; alt=&quot;&quot; /&gt;&lt;/p&gt;
&lt;p&gt;On revient à un affichage normal en cliquant sur le bouton &quot;RAZ Zoom&quot; qui est apparu en haut à droite du graphique.&lt;/p&gt;
&lt;p&gt;Amusez vous bien ;)&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2012/12/28/Probl%C3%A8me-avec-Internet-Exlporer#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/1022</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures septembre  et octobre 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/11/20/Relev%C3%A9-des-temp%C3%A9ratures-septembre-et-octobre-2012" rel="alternate" type="text/html"
    title="Relevé des températures septembre  et octobre 2012" />
    <id>urn:md5:b56b7bec17991e7f5817b3a7c86f70ce</id>
    <published>2012-11-20T22:55:00+01:00</published>
    <updated>2013-01-28T00:01:21+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>statistiques</dc:subject><dc:subject>suivi</dc:subject><dc:subject>températures</dc:subject><dc:subject>thermique</dc:subject>    
    <content type="html">    &lt;h4&gt;Bon allez, je m'y recolle.&lt;/h4&gt;
&lt;p&gt;Voici ci-dessous les relevés des températures de la VMC de septembre 2012:&lt;/p&gt;
&lt;br /&gt;&lt;iframe src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmc.htm?fich=/fichiers/csv/VMC 2012 09.csv&quot; style=&quot;width: 800px; height: 550px;&quot; allowtransparency=&quot;true&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;p&gt;Encore beaucoup de bypass d'été lorsque l'air est insufflé directement de l'extérieur sans passer par l'échangeur thermique. On le voit facilement quand la courbe verte (air extérieur sortant) suit la courbe bleue (air intérieur extrait) et que la rouge (air intérieur insufflé) suit la jaune (air extérieur entrant).&lt;/p&gt;
&lt;p&gt;On remarque aussi un taux de récupération de chaleur quasiment tout le temps au dessus de 90%.&lt;/p&gt;
&lt;p&gt;Ci dessous les relevés pour octobre:&lt;/p&gt;
&lt;br /&gt;&lt;iframe src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmc.htm?fich=/fichiers/csv/VMC 2012 10.csv&quot; style=&quot;width: 800px; height: 550px;&quot; allowtransparency=&quot;true&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;p&gt;Encore quelques bypass d'été en début de mois puis entre le 21 et le 24.&lt;/p&gt;
&lt;p&gt;Les températures extérieures baissent et passent mêmes négatives le 31. L'échangeur &quot;normal&quot; devant être protégé du froid, j'ai décidé le 17 octobre de remettre en service l'échangeur enthalpique (qui permet, en plus de la récupération de chaleur, de récupérer aussi une partie de l'humidité de l'air) beaucoup moins sensible au températures négative. Tout de suite, le taux de récupération de chaleur passe de plus de 90% à plus de 80. Bien que ce dernier chiffre soit très correct par rapport à un échangeur classique, il nous déçoit tout de même par rapport à ce que l'on pouvait attendre de cette VMC.&lt;/p&gt;
&lt;p&gt;Pour info en attendant les relevés de novembre, nous avons remis en service le radiateur après une semaine d'absence le 10 novembre.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2012/11/20/Relev%C3%A9-des-temp%C3%A9ratures-septembre-et-octobre-2012#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/995</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures été 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/09/25/Relev%C3%A9-des-temp%C3%A9ratures-%C3%A9t%C3%A9-2012" rel="alternate" type="text/html"
    title="Relevé des températures été 2012" />
    <id>urn:md5:eb7386e71bfba9d32ffe8c678a5c3132</id>
    <published>2012-09-25T22:24:00+02:00</published>
    <updated>2013-01-27T23:59:06+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
            
    <content type="html">    &lt;p&gt;Et bien voilà, 2ème été dans notre maison. On ne peut pas dire qu'il y a eu un été torride sauf sur 1 à 2 semaines d'aout mais nous étions parti en vacances pendant ce temps.&lt;/p&gt;
&lt;p&gt;Les habituelles courbes de la VMC:&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
* Pour Juillet:
&lt;br /&gt;&lt;iframe src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 07.csv&quot; style=&quot;width: 800px; height: 550px;&quot; allowtransparency=&quot;true&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
* Pour Aout:
&lt;br /&gt;
&lt;br /&gt;&lt;iframe src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 08.csv&quot; style=&quot;width: 800px; height: 550px;&quot; allowtransparency=&quot;true&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;
Les courbes bizarres de fin aout correspondent à notre absence où la VMC a été réglée pour ne fonctionner que 1/4 d'heure par heure.
&lt;br /&gt;
Lorsque la courbe verte est au dessus de la rouge (air extérieur sortant &amp;gt; à air insufflé) c'est le signe que le by pass a basculé en position été (air extérieur est directement insufflé à l'intérieur de la maison sans passer par l'échangeur thermique).
&lt;br /&gt;
&lt;br /&gt;
Alain</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2012/09/25/Relev%C3%A9-des-temp%C3%A9ratures-%C3%A9t%C3%A9-2012#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/992</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures de juin 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/08/13/Relev%C3%A9-des-temp%C3%A9ratures-de-juin-2012" rel="alternate" type="text/html"
    title="Relevé des températures de juin 2012" />
    <id>urn:md5:82ca7fbb6f5c769b5a3dca6e1bb52701</id>
    <published>2012-08-13T23:36:00+02:00</published>
    <updated>2013-01-28T00:02:08+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>suivi</dc:subject><dc:subject>technique</dc:subject><dc:subject>températures</dc:subject><dc:subject>VMC</dc:subject>    
    <content type="html">    &lt;p&gt;De plus en plus fort, 3ème billet dans la même soirée sur les relevés de températures. Par contre, comme j'ai laissé très longtemps mon datalogger sans le remettre à 0 il a été saturé dès le 03 juin...&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 550px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2012 06.csv&amp;amp;rad=nok&amp;amp;ext=nok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Le by pass d'été de la VMC a quasiment tout le temps été activé: &lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 550px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 06.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alain</content>
    
    

    
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      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/990</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures de mai 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/08/13/Relev%C3%A9-des-temp%C3%A9ratures-de-mai-2012" rel="alternate" type="text/html"
    title="Relevé des températures de mai 2012" />
    <id>urn:md5:f902b18e37fbd316c62ad3d338d38ac6</id>
    <published>2012-08-13T22:44:00+02:00</published>
    <updated>2013-01-28T00:02:40+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>suivi</dc:subject><dc:subject>technique</dc:subject><dc:subject>températures</dc:subject><dc:subject>VMC</dc:subject>    
    <content type="html">    &lt;p&gt;Dans la foulée du billet précédent, je suis chaud maintenant, voici les températures de mai.&lt;/p&gt;
&lt;p&gt;Intérieures, rien a dire, le rythme de croisière se situant entre 23 et 25:&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 550px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2012 05.csv&amp;amp;rad=nok&amp;amp;ext=nok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;pour la VMC, rien à dire à part le by pass qui se déclenche de plus en plus souvent: &lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 450px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 05.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alain</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2012/08/13/Relev%C3%A9-des-temp%C3%A9ratures-de-mai-2012#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/988</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures d'avril 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/08/13/Relev%C3%A9-des-temp%C3%A9ratures-d-avril-2012" rel="alternate" type="text/html"
    title="Relevé des températures d'avril 2012" />
    <id>urn:md5:6e9185096cd8835a55d34324c4d55a7a</id>
    <published>2012-08-13T22:17:00+02:00</published>
    <updated>2013-01-28T00:03:52+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>suivi</dc:subject><dc:subject>technique</dc:subject><dc:subject>températures</dc:subject><dc:subject>VMC</dc:subject>    
    <content type="html">    &lt;p&gt;De pire en pire au niveau des délais pour la mise à jour de ce blog... Désolé.&lt;/p&gt;
&lt;p&gt;Bref, avril, du coté des températures intérieures, il n'y a pas grand chose à dire, jamais en dessous de 19.7°C. Pour mémoire, nous avons débranché notre seul moyen de chauffage depuis le 09 mars.&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2012 04.csv&amp;amp;rad=nok&amp;amp;ext=nok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Pour ce qui est des températures de la VMC, pas de commentaires particuliers si ce n'est deux petits exemples de by pass au début du mois: &lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 04.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Le taux de récupération est toujours en dessous de nos espérances.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alain&lt;br /&gt;</content>
    
    

    
          <wfw:comment>http://maison.guillet.free.fr/dotclear/index.php?post/2012/08/13/Relev%C3%A9-des-temp%C3%A9ratures-d-avril-2012#comment-form</wfw:comment>
      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/986</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures de Mars 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/04/09/Relev%C3%A9-des-temp%C3%A9ratures-de-Mars-2012" rel="alternate" type="text/html"
    title="Relevé des températures de Mars 2012" />
    <id>urn:md5:590151a078142922d72c608aeffb6924</id>
    <published>2012-04-09T22:30:00+02:00</published>
    <updated>2013-01-28T00:04:28+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>chauffage</dc:subject><dc:subject>suivi</dc:subject><dc:subject>températures</dc:subject><dc:subject>VMC</dc:subject>    
    <content type="html">    &lt;p&gt;Un peu en retard ce mois ci, voici le billet mensuel concernant les différents relevés de température.&lt;/p&gt;
&lt;p&gt;Tout d'abord les températures intérieure et extérieure et le taux d'humidité intérieur:&lt;/p&gt;
&lt;br &lt;br=&quot;&quot; /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2012 03.csv&amp;amp;rad=nok&amp;amp;ext=ok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;On remarque que depuis le changement de l'échangeur enthalpique par un échangeur &quot;normal&quot;, le taux d'humidité à bien baissé. La deuxième chose à remarquer est que la courbe des températures est maintenant toujours supérieure à 20°C depuis le 11 mars, date de l’arrêt complet de notre moyen de chauffage (ceci va faire l'objet d'un billet en suivant). On aurait même pu l’arrêter le 9.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Et maintenant celui des températures de la VMC:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 03.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;Classique, avec toujours le taux de récupération inférieur à ce que l'on peut en attendre...&lt;br /&gt;&lt;br /&gt;Par contre, pour l'oeil averti, il se passe des choses bizarres en fin de mois. Pour vous aider, j'ai isolé la période en question:&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdGNGYUtwTVh4Uzlja0l4emFRRExUR0E&amp;hl&amp;transpose=0&amp;headers=1&amp;range=A1%3AF20000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;dateFormat&quot;:&quot;HH:mm, dd MMMM yyyy&quot;,&quot;displayAnnotations&quot;:true,&quot;hasLabelsColumn&quot;:true,&quot;hAxis&quot;:{&quot;maxAlternation&quot;:1},&quot;wmode&quot;:&quot;opaque&quot;,&quot;width&quot;:800,&quot;height&quot;:400,'scaleType': 'fixed','displayZoomButtons': false},&quot;state&quot;:{},&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;exemple by pass, mois de mars 2012&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Un magnifique exemple de bypass. La température intérieure dépasse celle de consigne (24° pour notre réglage) et la température extérieure lui est inférieure. Donc l'air insufflé ne passe plus par l'échangeur thermique et arrive dans la maison à température extérieure pour refroidir.&lt;br /&gt;&lt;br /&gt;Alain&lt;br /&gt;</content>
    
    

    
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      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/984</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Relevé des températures et consommation électrique de Février 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/03/07/Relev%C3%A9-des-temp%C3%A9ratures-et-consommation-%C3%A9lectrique-de-F%C3%A9vrier-2012" rel="alternate" type="text/html"
    title="Relevé des températures et consommation électrique de Février 2012" />
    <id>urn:md5:e3512fc7de3c08b38001ececef72468f</id>
    <published>2012-03-07T23:08:00+01:00</published>
    <updated>2013-01-28T00:08:27+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>chauffage</dc:subject><dc:subject>suivi</dc:subject><dc:subject>températures</dc:subject><dc:subject>thermique</dc:subject><dc:subject>VMC</dc:subject><dc:subject>électricité</dc:subject>    
    <content type="html">    &lt;p&gt;Donc comme tous les mois voici venu le temps des bilans du mois précédent.&lt;/p&gt;
&lt;p&gt;Tout d'abord la courbe de la température et du taux d'humidité intérieur:&lt;/p&gt;
&lt;br &lt;br=&quot;&quot; /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2012 02.csv&amp;amp;rad=ok&amp;amp;ext=ok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;On peut une nouvelle fois remarquer la stabilité de la température intérieure, les jours avec des pics sont les jours avec soleil, par exemple du 19 au 22/02.&lt;br /&gt;&lt;br /&gt;Ensuite les courbes de la VMC, températures et taux de récupération de la chaleur: &lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 02.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;On voit très bien la période de fonctionnement étrange, comme reporté dans &lt;a href=&quot;http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/18/Probl%C3%A8me-avec-la-VMC&quot;&gt;ce billet&lt;/a&gt;, entre le 10 et le 13/02. Puis étrangement, un fonctionnement qui reprend apparemment normalement avec une performance bien meilleure de l'échangeur thermique (environ 10%). Le 23/02 à 18h15, j'ai remplacé l'échangeur enthalpique par un échangeur normal que m'a procuré M CHERRUAU de&lt;a href=&quot;http://www.paul-ventilation.fr/&quot; hreflang=&quot;fr&quot;&gt; Paul Ventilation&lt;/a&gt;. La performance a encore fait un saut à plus de 92% et bizarrement, sur la fin du mois les performances déclinent. Je ne vois pas d'explications plausibles, les températures extérieures sont comparables à d'autres périodes du mois (15 et 16 février par exemple) où les performances sont nettement supérieures.&lt;br /&gt;&lt;br /&gt;Une dernière courbe, celle des consommations cumulées d'électricité utilisée uniquement par nos radiateurs électrique (voir &lt;a href=&quot;http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/02/Relev%C3%A9-des-temp%C3%A9ratures-de-Janvier-2012&quot; hreflang=&quot;fr&quot;&gt;ce billet&lt;/a&gt;) &lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdHk3NWRuaVhMX2F0aGpPbkQzQWxnSnc&amp;transpose=0&amp;headers=1&amp;range=A1%3Ab50000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;dateFormat&quot;:&quot;HH:mm, dd MMMM yyyy&quot;,&quot;displayAnnotations&quot;:true,&quot;hasLabelsColumn&quot;:true,&quot;hAxis&quot;:{&quot;maxAlternation&quot;:1},&quot;wmode&quot;:&quot;opaque&quot;,&quot;width&quot;:800,&quot;height&quot;:400,'scaleType': 'fixed','displayZoomButtons': false,min: 10},&quot;state&quot;:{},&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;Conso cumulees, mois de février 2012&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Comme vous le savez, nous avons subi une belle vague de froid au début du mois. On est passé d'une consommation de 280 kwh au début du mois à 590 le 16/02, on a donc plus que doublé notre consommation en 2 semaines. Les paliers que l'on peut observer certains jours correspondent eux aussi à la présence de soleil qui permet de se passer de chauffage même lorsque les températures extérieures étaient inférieures à 0.&lt;br /&gt;&lt;br /&gt;Donc le bilan de consommation PHPP à fin février:&lt;br /&gt;&lt;br /&gt;- Consommation pour maintenir 20° dans la maison: 616 kwh. Donc rapporté au m²: 616 / 159 = 3.87 kwh, on est encore loin des 15 kwh/m²/an de la norme...&lt;br /&gt;- Consommation totale: 4 330 kwh. Rapporté au m²: 4330 / 159 = 27.23 kwh en énergie consommée soit en convertissant en énergie primaire: 27.23 * 2.6 = 70.8 kwh/m²/an. Je pense qu'on sera en dessous des 120 au mois de juin.&lt;br /&gt;&lt;br /&gt;Pour mémoire, notre consommation pour maintenir cette température équivaut à:&lt;br /&gt;- 62 litres de fioul (1 litre = 10 kwh)&lt;br /&gt;- 54 m3 de gaz (taux de conversion appliqué par GDF 1 m3= 11.51 kwh)&lt;br /&gt;- 0.3 stère de bois ou 120 kg (pour le chêne, 1 stère = 400 kg = 2100 kwh)&lt;br /&gt;&lt;br /&gt;Nous avons dépensé jusqu'à présent 92 euros (chez Enercoop, 1 kwh = 0.1495 euro).&lt;br /&gt;&lt;br /&gt;Pour chauffer notre maison nous ne disposons que d'un radiateur de 1250 w, à peine plus de la moitié d'un petit radiateur de salle de bain...&lt;br /&gt;&lt;br /&gt;Alain&lt;br /&gt;</content>
    
    

    
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      <wfw:commentRss>http://maison.guillet.free.fr/dotclear/index.php?feed/atom/comments/982</wfw:commentRss>
      </entry>
    
  <entry>
    <title>Problème avec la VMC</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/18/Probl%C3%A8me-avec-la-VMC" rel="alternate" type="text/html"
    title="Problème avec la VMC" />
    <id>urn:md5:3dd00a2349094d4417325841bb459311</id>
    <published>2012-02-18T16:58:00+01:00</published>
    <updated>2012-03-07T21:55:47+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>températures</dc:subject><dc:subject>tracas</dc:subject><dc:subject>VMC</dc:subject>    
    <content type="html">    &lt;p&gt;Samedi dernier, le 11 février, alors que la vitesse de ventilation était sur 1 (à 17%), nous nous sommes aperçus que de la sortie de l'air vicié de la VMC provenait un bruit comme si l'extraction était en vitesse 3 (à 90%). Lorsque
nous ouvrions la porte entre la partie passive et le sas, la porte était aspirée vers l'intérieur de la maison et un fort courant d'air était perceptible. Les températures relevées avec notre datalogger maison étaient aussi assez
incohérentes. Notre habitation était donc en dépression.&lt;/p&gt;
&lt;p&gt;Après de nombreux essais et vérifications sur les différents points d'origine possible de cette panne (prise d'entrée d'air extérieur, tuyaux d'air présents dans la lingerie, ...) aucune de cause évidente n'est apparue. Nous avons
donc envoyé un SMS, le dimanche, au technicien de &lt;a href=&quot;http://www.paul-ventilation.fr/&quot;&gt;Paul Ventilation&lt;/a&gt;, M Cherruault que je remercie vivement, qui nous a répondu le jour même. Sur ses indications j'ai réalisé de nouveaux essais
et vérifications. Résultat: à priori, cartes électronique à remplacer.&lt;/p&gt;
&lt;p&gt;M Cherruault a pris contact le lundi suivant avec la maison mère en Allemagne pour se faire livrer ces cartes. Elles sont arrivées le vendredi chez nous, délai digne de la vente par correspondance, et installée aussitôt par mes soins.
Entre le mardi 14 et le vendredi 17 la VMC avait l'air de vouloir recommencer à fonctionner normalement mais je n'avais pas trop confiance.&lt;/p&gt;
&lt;p&gt;Depuis ce changement tout fonctionne normalement. Paul Ventilation n'a pas lésiné, nous avons reçu toutes les cartes électronique contenues dans la VMC mais aussi un nouvel écran tactile de commande.&lt;/p&gt;
&lt;p&gt;Merci encore à M Cherruault pour sa disponibilité et son efficacité.&lt;/p&gt;
&lt;p&gt;Ci dessous, les courbes de température de la VMC sur la période incriminée. On constate que des phénomènes bizarres commencent à se manifester dès le vendredi:&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdFREQjZBc0RyZTU2dXlBOXV6QUFZNmc&amp;hl&amp;transpose=0&amp;headers=1&amp;range=A1%3AF20000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;dateFormat&quot;:&quot;HH:mm, dd MMMM yyyy&quot;,&quot;displayAnnotations&quot;:true,&quot;hasLabelsColumn&quot;:true,&quot;hAxis&quot;:{&quot;maxAlternation&quot;:1},&quot;wmode&quot;:&quot;opaque&quot;,&quot;width&quot;:800,&quot;height&quot;:400,'scaleType': 'fixed','displayZoomButtons': false},&quot;state&quot;:{},&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;Températures VMC maison.guillet, mois de janvier 2012&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;
Les courbes du dimanche et surtout du lundi sont aussi très influencées par les arrêts successifs de la VMC.&lt;br /&gt;&lt;br /&gt;La semaine dernière, &lt;a href=&quot;http://jeanpierre.jacobee.perso.sfr.fr/&quot;&gt;Jean Pierre&lt;/a&gt;, un copainaute comme dirait
So' de &lt;a hreflang=&quot;fr&quot; href=&quot;http://kerbiloute.over-blog.com/article-episode-70-les-copainautes-de-kerbibil-62994329.html&quot;&gt;Kerbiloute&lt;/a&gt;, a relancé mon intérêt pour le datalogger. Pour l'aider j'ai dû démonter mon installation et j'en ai donc profité pour extraire les données de température de la VMC. Par curiosité, j'ai regardé comment se comportait la
VMC depuis le changement de carte et un détail a attiré mon attention. Le taux de récupération de chaleur est passé au dessus de 90%. J'ai voulu savoir si ce phénomène était ponctuel et s'il s'était déjà produit. J'ai donc rassemblé sur
un seul graphique toutes les mesures de ce taux depuis l'installation de mon matériel. Voici le résultat, j'y ai enlevé toutes les valeurs &amp;lt; 60% et &amp;gt; 100% pour éviter d'écraser le graphique par les valeurs mesurées lors de la
panne.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdGFDQVppYUJaNHdKYkVLd25zWjVkbHc&amp;transpose=0&amp;headers=1&amp;range=A1%3AB60000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;displayAnnotations&quot;:true,&quot;vAxes&quot;:[{&quot;viewWindowMode&quot;:&quot;pretty&quot;,&quot;viewWindow&quot;:{}},{&quot;viewWindowMode&quot;:&quot;pretty&quot;,&quot;viewWindow&quot;:{}}],&quot;booleanRole&quot;:&quot;certainty&quot;,&quot;scaleType&quot;:&quot;maximize&quot;,&quot;animation&quot;:{&quot;duration&quot;:500},&quot;vAxis&quot;:{&quot;format&quot;:&quot;&quot;},&quot;useFirstColumnAsDomain&quot;:true,&quot;wmode&quot;:&quot;opaque&quot;,&quot;hAxis&quot;:{&quot;maxAlternations&quot;:1,&quot;format&quot;:&quot;&quot;},&quot;width&quot;:800,&quot;height&quot;:500},&quot;state&quot;:{},&quot;view&quot;:[&quot;{\&quot;columns\&quot;:[0,1]}&quot;,&quot;{\&quot;columns\&quot;:[0,1]}&quot;,&quot;{\&quot;columns\&quot;:[0,1]}&quot;],&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;Graphique 1&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;
Bon ok, à l'échelle ce n'est pas très parlant mais quand on zoom un peu, on s'aperçoit que depuis l'incident du week end dernier, le taux de récupération est devenu supérieur à 90% alors qu'il était jusqu'à présent et sauf exceptions toujours entre 70 et 80%. C'est une très bonne nouvelle, nous vérifierons bientôt si elle se confirme. &lt;br /&gt;&lt;br /&gt;Dommage que cela ne soit pas intervenu un peu plus tôt pour la période de froid intense que nous avons connu...&lt;br /&gt;&lt;br /&gt;Alain&lt;br /&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Exemple d'influence des conditions extérieures</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/03/Exemple-d-influence-des-conditions-ext%C3%A9rieures" rel="alternate" type="text/html"
    title="Exemple d'influence des conditions extérieures" />
    <id>urn:md5:af6e9937901108671269aebfd3231049</id>
    <published>2012-02-03T19:45:00+01:00</published>
    <updated>2012-02-19T09:02:55+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Le chauffage d'appoint</dc:subject>
        <dc:subject>chauffage</dc:subject><dc:subject>températures</dc:subject><dc:subject>électricité</dc:subject>    
    <content type="html">    &lt;p&gt;La journée du 02/02/2012 a été particulièrement intéressante pour étudier l'influence du soleil pour le maintien de la température intérieure de notre construction.&lt;/p&gt;
&lt;p&gt;En effet cette journée a été particulièrement froide avec des températures négatives toute la journée. Regardons ce petit graphique:&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdGtkUm1MOGc1Zm9EajdGeVJiRVNxamc&amp;transpose=0&amp;headers=1&amp;range=A1%3Ad20000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;dateFormat&quot;:&quot;HH:mm, dd MMMM yyyy&quot;,&quot;displayAnnotations&quot;:true,&quot;hasLabelsColumn&quot;:true,&quot;hAxis&quot;:{&quot;maxAlternation&quot;:1},&quot;wmode&quot;:&quot;opaque&quot;,&quot;width&quot;:800,&quot;height&quot;:400,'scaleType': 'fixed','displayZoomButtons': false,min: 10},&quot;state&quot;:{},&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;Conso cumulees, mois de janvier 2012&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;p&gt;Un courbe représente la consommation de puissance instantanée du radiateur de chauffage, une totalise cette puissance sur la durée et une est pour la température intérieure.&lt;/p&gt;
&lt;p&gt;On peut constater qu'à partir de 10h30 et jusqu'à 19h00 le thermostat n'a pas commandé le radiateur. Par contre la température est bien restée entre 19 et 21°C (la sonde de mesure étant placée dans la pièce où est le radiateur et en hauteur elle prend toujours un peu plus chaud que la température réelle). La consommation totale pour le chauffage sur cette journée a été de 15,71 kwh.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Relevé des températures de Janvier 2012 - 2</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/02/Relev%C3%A9-des-temp%C3%A9ratures-de-Janvier-2012-2" rel="alternate" type="text/html"
    title="Relevé des températures de Janvier 2012 - 2" />
    <id>urn:md5:b1e3d6e7562e352f91cab311ae8b0b3f</id>
    <published>2012-02-02T20:06:00+01:00</published>
    <updated>2012-02-08T16:33:16+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
            
    <content type="html">    &lt;p&gt;Petit problème technique, le billet est trop gros pour passer avec le
plugin newsletter et ne provoque pas non plus son apparition aux flux
RSS...&lt;br /&gt;&lt;br /&gt;Je vous l'annonce donc ici même, il est disponible en suivant ce lien:&lt;br /&gt;&lt;br /&gt;&lt;a href=&quot;http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/02/Relev%C3%A9-des-temp%C3%A9ratures-de-Janvier-2012&quot;&gt;http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/02/Relev%C3%A9-des-temp%C3%A9ratures-de-Janvier-2012&lt;/a&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alain&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Relevé des températures de Janvier 2012</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/02/Relev%C3%A9-des-temp%C3%A9ratures-de-Janvier-2012" rel="alternate" type="text/html"
    title="Relevé des températures de Janvier 2012" />
    <id>urn:md5:8882eafcb17e413caba14b008dd1cfea</id>
    <published>2012-02-02T00:22:00+01:00</published>
    <updated>2013-01-28T00:15:33+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
            
    <content type="html">    &lt;p&gt;Alors ce mois ci plusieurs évolutions ont vues le jour dans notre maison, pour le suivi des consommations et pour le confort.&lt;/p&gt;
&lt;p&gt;Pour le confort tout d'abord, il faut préciser avant tout que lorsqu'on parle de maison passive on a tendance à dire &quot;maison sans chauffage&quot;. En fait c'est un peu exagéré, le but d'une maison passive est d'arriver à consommer tellement peu pour maintenir la température à 20°C que l'on peut se passer de chauffage traditionnel. Le mieux étant de pouvoir chauffer par l'air c'est à dire via l'air insufflé dans la maison par la VMC. Nous n'avons pas choisi cette solution. Nous pensions que nos petits radiateurs soufflants de salle de bain de 2000 watts chacun suffirait. C'est le cas mais manifestement ces petits engins ne sont pas fait pour être trop sollicité et nous avons eu peur de les user prématurément en leur faisant jouer ce rôle. Nous avons donc investi dans un radiateur plus costaud, à bain d'huile, sur roulette, et d'une puissance max de 2500 watts. &lt;/p&gt;
&lt;p&gt;Le voici:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1080273.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/P1080273.JPG&quot;&gt;&lt;img title=&quot;P1080273.JPG, fév. 2012&quot; alt=&quot;P1080273.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/.P1080273_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Pour le piloter nous avons, sur les conseils de &lt;a href=&quot;http://passive.attitude.free.fr/spip.php?article68&quot;&gt;Laurent R de passive attitude&lt;/a&gt;, acheté un prise radio-pilotée par thermostat mobile. Ceci présente l'avantage de pouvoir mettre le thermostat à l'endroit où on souhaite une certaine température sans être influencé par le radiateur lui même.&lt;/p&gt;
&lt;p&gt;Voici donc la sonde:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;thermostat.jpg&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/thermostat.jpg&quot;&gt;&lt;img title=&quot;thermostat.jpg, fév. 2012&quot; alt=&quot;thermostat.jpg&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/thermostat.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Ainsi que la prise radio-pilotée:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;prise.jpg&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/prise.jpg&quot;&gt;&lt;img title=&quot;prise.jpg, fév. 2012&quot; alt=&quot;prise.jpg&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/prise.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Au vu du &lt;a href=&quot;http://maison.guillet.free.fr/dotclear/index.php?post/2012/01/11/1er-bilan-des-consommations-%C3%A9lectrique-sur-les-6-mois-de-2011-dans-notre-maison&quot;&gt;1er bilan de consommation&lt;/a&gt;, nous avons décidé de régler le thermostat sur 20°C.&lt;/p&gt;
&lt;p&gt;En parlant de consommation, nous avions des prises qui enregistraient la puissance consommée et qui retransmettaient cette information à une télécommande. Il s'agit de cet appareil:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;la_crosse.jpg&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/la_crosse.jpg&quot;&gt;&lt;img title=&quot;la_crosse.jpg, fév. 2012&quot; alt=&quot;la_crosse.jpg&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/la_crosse.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.lacrossetechnology.fr/P-13-A1-RS3620.html&quot;&gt;http://www.lacrossetechnology.fr/P-13-A1-RS3620.html&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Cette mesure ne me satisfaisait pas, on ne pouvait pas voir les pics de consommations, la consommation sur une certaine durée, ... Nous avons donc à nouveau investi dans un logger qui permet de sauvegarder les données sur une carte SD pour les exploiter comme l'on veut ensuite.&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;energy_logger.jpg&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/energy_logger.jpg&quot;&gt;&lt;img style=&quot;WIDTH: 279px; HEIGHT: 279px&quot; title=&quot;energy_logger.jpg, fév. 2012&quot; alt=&quot;energy_logger.jpg&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/installations/2012-02-01/energy_logger.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a href=&quot;http://www.conrad.com/VOLTCRAFT-ENERGY-LOGGER-4000-ENERGY.Unit.htm?websale7=conrad-int&amp;amp;pi=125335&amp;amp;ci=SHOP_B2C_GIVEAWAY&quot;&gt;http://www.conrad.com/VOLTCRAFT-ENERGY-LOGGER-4000-ENERGY.Unit.htm?websale7=conrad-int&amp;amp;pi=125335&amp;amp;ci=SHOP_B2C_GIVEAWAY&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Bon, ceci étant dit, passons à l'objet de ce billet. Vous pourrez constater que les températures vont être relativement lissées, il faudra donc mettre en parallèle les consommations pour chauffage.&lt;/p&gt;
&lt;p&gt;Voici donc les courbes de la VMC:&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2012 01.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;p&gt;les courbes de température et d'humidité:&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 450px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2012 01.csv&amp;amp;rad=ok&amp;amp;ext=ok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;p&gt;On voit bien le lissage de la température à partir du 20 janvier, date de mise en service du thermostat, et l'augmentation d'1 degré du thermostat intervenue le 25 janvier.&lt;/p&gt;
&lt;p&gt;la courbe de consommation ponctuelle du radiateur :&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdDdpZFVpZjJwdWsxYXVJT0xXVXhtZmc&amp;transpose=0&amp;headers=1&amp;range=A1%3Ab20000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;dateFormat&quot;:&quot;HH:mm, dd MMMM yyyy&quot;,&quot;displayAnnotations&quot;:true,&quot;hasLabelsColumn&quot;:true,&quot;hAxis&quot;:{&quot;maxAlternation&quot;:1},&quot;wmode&quot;:&quot;opaque&quot;,&quot;width&quot;:800,&quot;height&quot;:400,'scaleType': 'fixed','displayZoomButtons': false,min: 10},&quot;state&quot;:{},&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;Conso ponctuelles, mois de janvier 2012&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;p&gt;On constate que la puissance réelle du radiateur est plus proche des 1250 w que des 2500, c'est étrange, il consomme bien 2500w au démarrage mais baisse rapidement.&lt;/p&gt;
&lt;p&gt;la courbe de consommation totale cumulée des radiateurs (la courbe part à 233kwh, consommation relevée jusque là) :&lt;/p&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;script type=&quot;text/javascript&quot; src=&quot;http://maison.guillet.free.fr//ajax.googleapis.com/ajax/static/modules/gviz/1.0/chart.js&quot;&gt; {&quot;dataSourceUrl&quot;:&quot;//docs.google.com/spreadsheet/tq?key=0AkPQ2Ki3iPgcdGl5SWZ6QVBvclUxcmlmeHdLYkl0RlE&amp;transpose=0&amp;headers=1&amp;range=A1%3Ab20000&amp;gid=0&amp;pub=1&quot;,&quot;options&quot;:{&quot;dateFormat&quot;:&quot;HH:mm, dd MMMM yyyy&quot;,&quot;displayAnnotations&quot;:true,&quot;hasLabelsColumn&quot;:true,&quot;hAxis&quot;:{&quot;maxAlternation&quot;:1},&quot;wmode&quot;:&quot;opaque&quot;,&quot;width&quot;:800,&quot;height&quot;:400,'scaleType': 'fixed','displayZoomButtons': false,min: 10},&quot;state&quot;:{},&quot;chartType&quot;:&quot;AnnotatedTimeLine&quot;,&quot;chartName&quot;:&quot;Conso cumulees, mois de janvier 2012&quot;} &lt;/script&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;
&lt;p&gt;On remarque qu'entre le 28/01 et le 31/01 nous avons consommé 50 kwh, on voit bien ici l'influence des températures assez basses de ces derniers jours et surtout de l'absence de soleil.&lt;/p&gt;
&lt;p&gt;Le radiateur, bien que moins puissant que prévu, joue bien son rôle de maintien de la température.&lt;/p&gt;
&lt;p&gt;Nous avons donc, au 31/01, consommé 283 kwh pour maintenir la température dans notre maison et donc, par rapport aux critères de la maison passive, nous obtenons une consommation au m² de 283 / 159 = 1.8 kwh / m², on est encore loin des 15 kwh/ m² / an de la norme.&lt;/p&gt;
&lt;p&gt;Je vous propose un petit jeu de comparaison de notre consommation si nous avions d'autres modes de chauffage, depuis le début de la saison hivernale:&lt;/p&gt;
&lt;p&gt;- Si nous étions chauffé au gaz: pour traduire les kwh en m3 de gaz, il faut appliquer un coefficient qui dépend de votre lieu d'habitation. Pour notre commune, celui ci est de 11.51 kwh / m3. On obtient donc un volume de 283 / 11.51 = 24.59 m3.&lt;/p&gt;
&lt;p&gt;- Si nous étions chauffé au fioul: 1 litre de fioul produit environ 10 kwh, donc 283 / 10 = 28.3 litres de fioul (cela ne vous semble t'il pas ridicule comme chiffre)&lt;/p&gt;
&lt;p&gt;- Si nous étions chauffé au bois (chêne): une stère pèse environ 400 kg et produit 2100 kwh, nous avons donc consommé 283 / 2100 = 0.13 stère (alors là c'est plutôt parlant non?) soit environ 400 * 0.13 = 52 kg...&lt;/p&gt;
&lt;p&gt;Équivalent énergétiques, source: &lt;a href=&quot;http://www.domo-energie.ch/fr/page.asp?Id=81&quot;&gt;http://www.domo-energie.ch/fr/page.asp?Id=81&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Bonne nuit.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Photos qui datent un peu</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/02/01/Photos-qui-datent-un-peu" rel="alternate" type="text/html"
    title="Photos qui datent un peu" />
    <id>urn:md5:de54a7ecc5aa73db327d225d768998c2</id>
    <published>2012-02-01T00:55:00+01:00</published>
    <updated>2012-02-01T01:55:42+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Photos</dc:subject>
            
    <content type="html">    &lt;p&gt;Bon, en parcourant le blog je viens de me rendre compte qu'il n'y avais pas eu beaucoup de photos mises à jour sur l'apparence extérieure de notre projet.&lt;/p&gt;
&lt;p&gt;Tout d'abord une terrasse est née:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070356.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/P1070356.JPG&quot;&gt;&lt;img title=&quot;P1070356.JPG, janv. 2012&quot; alt=&quot;P1070356.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/.P1070356_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070357.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/P1070357.JPG&quot;&gt;&lt;img title=&quot;P1070357.JPG, janv. 2012&quot; alt=&quot;P1070357.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/.P1070357_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070358.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/P1070358.JPG&quot;&gt;&lt;img title=&quot;P1070358.JPG, janv. 2012&quot; alt=&quot;P1070358.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/.P1070358_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070416.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/P1070416.JPG&quot;&gt;&lt;img title=&quot;P1070416.JPG, janv. 2012&quot; alt=&quot;P1070416.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/.P1070416_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Premier repas dessus:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070410.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/P1070410.JPG&quot;&gt;&lt;img title=&quot;P1070410.JPG, janv. 2012&quot; alt=&quot;P1070410.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-10-16/.P1070410_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Puis la pelouse a été faite, pas de photo de sa réalisation mais voici le résultat final:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070726.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-11-13/P1070726.JPG&quot;&gt;&lt;img title=&quot;P1070726.JPG, janv. 2012&quot; alt=&quot;P1070726.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-11-13/.P1070726_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070725.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-11-13/P1070725.JPG&quot;&gt;&lt;img title=&quot;P1070725.JPG, janv. 2012&quot; alt=&quot;P1070725.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-11-13/.P1070725_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1070724.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-11-13/P1070724.JPG&quot;&gt;&lt;img title=&quot;P1070724.JPG, janv. 2012&quot; alt=&quot;P1070724.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/chantier/2011-11-13/.P1070724_m.jpg&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;On aime assez ;)&lt;/p&gt;
&lt;p&gt;Alain&lt;br /&gt;&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Changement de bouches</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/01/31/Changement-de-bouches" rel="alternate" type="text/html"
    title="Changement de bouches" />
    <id>urn:md5:deb69067f4dff793e94a93cc51e8d93e</id>
    <published>2012-01-31T23:46:00+01:00</published>
    <updated>2012-02-01T00:47:06+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>La ventilation</dc:subject>
            
    <content type="html">    &lt;p&gt;Notre VMC paul avait été installée avec deux types de bouche d'insufflation d'air.&lt;/p&gt;
&lt;p&gt;1 er type:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1080146.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/VMC/P1080146.JPG&quot;&gt;&lt;img style=&quot;width: 600px; height: 450px;&quot; title=&quot;P1080146.JPG, janv. 2012&quot; alt=&quot;P1080146.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/VMC/P1080146.JPG&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;2 eme type:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1080148.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/VMC/P1080148.JPG&quot;&gt;&lt;img style=&quot;width: 600px; height: 449px;&quot; title=&quot;P1080148.JPG, janv. 2012&quot; alt=&quot;P1080148.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/VMC/P1080148.JPG&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Les deux côte à côte:&lt;/p&gt;
&lt;p&gt;&lt;a title=&quot;P1080145.JPG&quot; href=&quot;http://maison.guillet.free.fr/blog/public/photos/VMC/P1080145.JPG&quot;&gt;&lt;img style=&quot;width: 600px; height: 449px;&quot; title=&quot;P1080145.JPG, janv. 2012&quot; alt=&quot;P1080145.JPG&quot; src=&quot;http://maison.guillet.free.fr/blog/public/photos/VMC/P1080145.JPG&quot; /&gt;&lt;/a&gt;&lt;/p&gt;
&lt;p&gt;Mine de rien, le deuxième type provoquait la sensation désagréable d'être dans un courant d'air lorsqu'on était positionné directement dessous. A l'opposé celles du 1er type ne provoquait pas du tout ce genre de sensations et en plus disposait d'un petit déflecteur interne pouvant diriger la sortie de l'air.&lt;/p&gt;
&lt;p&gt;Un représentant de la marque Paul passant à la maison pour effectuer des mesures de débits et valider l'installation j'en ai profité pour lui en parler. Il a reconnu que le 2ème type n'était pas celui adapté au montage tel qu'il a été réalisé chez nous (au plafond) et a proposé de nous en envoyer en remplacement.&lt;/p&gt;
&lt;p&gt;C'est chose faite et toutes les bouches sont maintenant identiques et nous ne ressentons plus ces sensations de courant d'air très désagréables (en hiver surtout).&lt;/p&gt;
&lt;p&gt;Merci encore à M Rodolphe Cherruault de Paul Ventilation France, &lt;a href=&quot;http://www.paul-ventilation.fr/&quot;&gt;http://www.paul-ventilation.fr/&lt;/a&gt;, pour son intervention et l'envoi du matériel.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Remise en service</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/01/25/Remise-en-service" rel="alternate" type="text/html"
    title="Remise en service" />
    <id>urn:md5:294faa796ef811e5ff98f1748c151539</id>
    <published>2012-01-25T13:21:00+01:00</published>
    <updated>2012-01-25T14:21:22+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Evolution du blog</dc:subject>
            
    <content type="html">    &lt;p&gt;Bonjour, vous avez peut être remarqué que le site n'était plus accessible, cela venait d'une mise à jour chez free de la version du logiciel de gestion des bases de données utilisé par Dotclear.&lt;/p&gt;
&lt;p&gt;C'est maintenant remis en route.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>1er bilan des consommations électrique sur les 6 mois de 2011 dans notre maison</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/01/11/1er-bilan-des-consommations-%C3%A9lectrique-sur-les-6-mois-de-2011-dans-notre-maison" rel="alternate" type="text/html"
    title="1er bilan des consommations électrique sur les 6 mois de 2011 dans notre maison" />
    <id>urn:md5:fe2803782a515930be801ffb341e34fc</id>
    <published>2012-01-11T22:21:00+01:00</published>
    <updated>2012-01-11T23:22:40+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>L'éléctricité</dc:subject>
        <dc:subject>suivi</dc:subject><dc:subject>électricité</dc:subject>    
    <content type="html">    &lt;p&gt;Comme promis dans le billet précédent, je vais vous livrer ici même le bilan 2011 de nos consommations électrique.&lt;/p&gt;
&lt;p&gt;Nous avons donc emménagé dans notre maison le 25 juin 2011 ce bilan est donc pour nos 6 premiers mois de vie passive ;)&lt;/p&gt;
&lt;p&gt;J'ai donc relevé:&lt;/p&gt;
&lt;p&gt;- Au compteur: 2 674 kWh&lt;/p&gt;
&lt;p&gt;- Ballon thermodynamique: 994h de fonctionnement de la PAC soit, si on veut compter large à 800 Wh (si quelqu'un connait la vraie valeur, je suis preneur), 795 kWh auquel il faut ajouter 2 heures de fonctionnement sur la résistance électrique à 1650 Wh soit 3.3 kWh et donc un total de 800 kWh en arrondissant. J'ai compté un COP de 2, la consommation réelle est certainement inférieure car le COP est donné pour 3.7.&lt;/p&gt;
&lt;p&gt;- Radiateur électrique &quot;de confort&quot;, installé dans la salle de bain du haut pour les frileux(ses): 22 kWh&lt;/p&gt;
&lt;p&gt;- Radiateur électrique pour le chauffage, celui que nous avons donc mis en route après notre semaine de vacances à noël: 101 kWh&lt;/p&gt;
&lt;p&gt;Nous avons donc consommé pour le chauffage: 101 + 22 = 123 kWh. Cela revient donc à 123 kWh / 150m² = 0.82 kWh/m². Pour répondre aux critères maison passive, il faut consommer moins de 15 kWh/m²/an. Je pense que nous avons un peu de marge.&lt;/p&gt;
&lt;p&gt;Au total, en énergie primaire, nous avons consommé 2 674 kWh * 2.6 = 6 952 kWh. Cela revient donc à 6 952 kWh / 150m² = 46 kWh/m². Là encore, pour répondre aux critères maison passive, il faut consommer moins de 120 kWh/m²/an. il y a là aussi de la marge.&lt;/p&gt;
&lt;p&gt;On se rend compte maintenant que, même si nous bénéficions d'un hiver très doux:&lt;/p&gt;
&lt;p&gt;- les consommations pour maintenir la température dans notre maison devraient correspondre voire être encore meilleures à ce que nous pensions.&amp;nbsp;&lt;/p&gt;
&lt;p&gt;- ce qui consomme le plus d'énergie dans notre maison ce n'est pas le chauffage mais, à priori, le ballon d'eau chaude sanitaire ou les équipements électroménager.&lt;/p&gt;
&lt;p&gt;Dans tous les cas, nous sommes partis pour respecter les critères maison passive, il faudra faire un bilan sur une année complète.&lt;/p&gt;
&lt;p&gt;Alain&lt;/p&gt;</content>
    
    

    
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      </entry>
    
  <entry>
    <title>Relevé des températures de décembre</title>
    <link href="http://maison.guillet.free.fr/dotclear/index.php?post/2012/01/11/Relev%C3%A9-des-temp%C3%A9ratures-de-d%C3%A9cembre" rel="alternate" type="text/html"
    title="Relevé des températures de décembre" />
    <id>urn:md5:fc29b36248e01141235bd6908452e706</id>
    <published>2012-01-11T21:40:00+01:00</published>
    <updated>2013-01-28T00:21:22+01:00</updated>
    <author><name>Alain G</name></author>
        <dc:subject>Suivi des températures</dc:subject>
        <dc:subject>suivi</dc:subject><dc:subject>températures</dc:subject>    
    <content type="html">    Tout d'abord, bonne année à tous ceux qui nous lisent et à tous ceux qui vous sont proches.&lt;br /&gt;&lt;br /&gt;Comme d' habitude, voici venu avec un peu de retard, le relevé des températures de décembre.&lt;br /&gt;&lt;br /&gt;Tout d'abord les relevés de la température intérieure et du taux d'humidité:&lt;br /&gt;
&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/datalogger.htm?fich=/fichiers/csv/datalogger 2011 12.csv&amp;amp;rad=nok&amp;amp;ext=ok&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Puis ceux de la VMC:&lt;br /&gt;&lt;br /&gt;&lt;iframe style=&quot;WIDTH: 800px; HEIGHT: 500px&quot; src=&quot;http://maison.guillet.free.fr/fichiers/graph/vmcbouton.htm?fich=/fichiers/csv/VMC 2011 12.csv&quot; allowtransparency=&quot;&quot; frameborder=&quot;0&quot;&gt;a&lt;/iframe&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Comme vous pouvez le remarquer, nous sommes partis de la maison pendant une semaine à noël, tous les volets étant fermés et aucune activité à l'intérieur, la température a baissé jusqu'à environ 15 degrés. Nous avons donc mis en service pour la première fois de l'année notre radiateur électrique à bain d'huile de 2500w max et en quelques jours, avec l'inertie et le peu de chauffage ce n'est pas facile de faire remonter la température, nous avons retrouvé nos 19 - 20° C habituels.&lt;br /&gt;&lt;br /&gt;A suivre, le bilan de nos consommations électrique pour 2011...&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;Alain&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;</content>
    
    

    
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