Génie climatique (TSGC)

19 juil. 2014

diagramme air humide

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Les calculs des caractéristiques de l'air humide étant  fastidieux et
 très souvent répétitifs, il a été établi un diagramme de l'air humide 
permettant de déterminer graphiquement, avec une assez bonne précision, 
toutes les caractéristiques de l'air en connaissant au moins deux 
d'entre elles.<br />
  Ce diagramme permet également de reproduire graphiquement les 
évolutions de l'air au cours d'un traitement . C'est donc l'outil 
indispensable de tout technicien en génie climatique. Il a été établi 
pour une masse d'air sec de 1 kg et une pression atmosphérique souvent 
égale à la pression atmosphérique normale (101325 Pa ), donc pour une 
altitude de 0 m . Au delà, il faut apporter des corrections.<br />

<ol type="I">
<li class="Style3"><u><a href="https://www.blogger.com/null" id="diagrammesairhumide" name="diagrammesairhumide"></a>Principaux diagrammes de l'air humide ou psychrométriques </u>:</li>
</ol>
Ils différent seulement par le calcul de l'enthalpie spécifique et par l'angle formé par les axes de coordonnées :<br />

<ul>
<li>MOLLIER     :  Coordonnées non rectangulaires ( <span class="Style25">α</span>= 135°) avec   h = 1,0060.<span class="Style25">θ</span> +   r . ( 2500 + 1,860.<span class="Style25">θ</span>)</li>
<li>C.O.S.T.I.C  :  Coordonnées non rectangulaires ( <span class="Style25">α</span> = 92° ) avec   h = 1,0060.<span class="Style25">θ</span> +   r . ( 2501 + 1,805.<span class="Style25">θ</span>)</li>
<li>A.S.H.R.A.E:  Coordonnées non rectangulaires ( <span class="Style25">α</span> = 88° ) avec   h = 1,0060.<span class="Style25">θ</span> +   r . ( 2501 + 1,830.<span class="Style25">θ</span>)</li>
<li>PORCHER   : Coordonnées non rectangulaires  (<span class="Style25">α</span>= 92,5°) avec   h = 1,0000.<span class="Style25">θ</span> +   r .( 2490 + 1,960.<span class="Style25">θ</span>)</li>
<li>CARRIER     : Coordonnées rectangulaires       ( <span class="Style25">α</span>= 90 ° ) avec    h = 1,0045.<span class="Style25">θ</span> +   r . ( 2498 + 1,880.<span class="Style25">θ</span>)<br />
  </li>
</ul>
Tous les diagrammes cités sont utilisés suivant les affinités de chacun, sont équivalents et donnent des résultats très proches.
<ol start="2" type="I">
<li class="Style3"><u><a href="https://www.blogger.com/null" id="parametrediagramme" name="parametrediagramme"></a>Caractéristiques de l'air humide sur le diagramme</u> :</li>
</ol>
<ul>
<li><strong>Température sèche notée <span class="Style25">θ</span>s ou simplement <span class="Style25">θ</span> en [°C] </strong><br />
 Cette caractéristique peut être mesurée à l'aide d'un simple 
thermomètre dit "à bulbe sec" . C'est l'axe des coordonnées horizontales
 .</li>
</ul>
<ul>
<li><strong>Humidité absolue notée r en [ kg<sub>eau</sub> / kg<sub>as</sub>]</strong><br />
 La notation x ou w est aussi utilisée  . L'humidité absolue est aussi 
appelée teneur en eau de l'air. C'est l'axe des coordonnées verticales.</li>
</ul>
<ul>
<li><strong>Enthalpie spécifique notée h en [ kJ / kg<sub>as</sub> ]</strong><br />Certains diagrammes propose en plus une échelle en [ kcal / kg<sub>as</sub>]</li>
</ul>
<ul>
<li><strong>Humidité relative ou degré hygrométrique noté  <span class="Style25">φ</span> ou Hr  en  [ % ]</strong><br />
 Cette caractéristique peut être mesurée à l'aide d'un hygromètre à 
cheveux ( classique) ou à sonde capacitive ( électronique) . <br /> La courbe extrême est la courbe de saturation où Hr = 100 %.</li>
</ul>
<ul>
<li><strong>Volume spécifique noté <em>v</em> ou <em>v</em>" en [ m<sup>3</sup> / kg<sub>as</sub> ] </strong></li>
</ul>
<ul>
<li><strong>Température de rosée notée <span class="Style25">θ</span>r  en [°C]</strong><br />
 C'est la température à laquelle il faudrait refroidir un air humide pour que la vapeur d'eau   commence à se condenser.</li>
</ul>
<ul>
<li><strong>Température humide notée <span class="Style25">θ</span>h  en [°C]</strong><br />
 C'est la température indiquée par un thermomètre dont le bulbe est 
recouvert d'un coton mouillé et  placé dans un flux d'air (2 m/s) à 
l'abri de tout rayonnement. Autrement dit c'est la température à 
laquelle l'eau s'évapore dans l'air renouvelé.</li>
</ul>
<ol start="3" type="I">
<li class="Style3"><u>Différents types de diagrammes de l'air humide </u> :</li>
</ol>
<ul>
<li><strong><a href="https://www.blogger.com/null" id="coordonneesrectangulaires" name="coordonneesrectangulaires"></a>Coordonnées rectangulaires ("CARRIER"):</strong>
  - Les droites isothermes sont perpendiculaires aux droites de même humidité absolue<br />
 - La pente des isenthalpes est identique à celle des droites de même température humide<br />
 
 - Le point O ( 24°C,50%) est le point de référence de l'échelle des 
S.H.F ( "sensible heat factor" ou facteur de chaleur sensible).</li>
</ul>
<div align="center">
<img alt="" height="527" src="http://www.dimclim.fr/images/diag2.png" title="Diagramme Type 1" width="591" /></div>
<ul>
<li><strong><a href="https://www.blogger.com/null" id="coordonneesnonrectangulaires" name="coordonneesnonrectangulaires"></a>Coordonnées non rectangulaires ("COSTIC ou PORCHER"):</strong><br />
  - Les droites isothermes font un angle de 92,5 ° avec les isohydres (droites de même humidité absolue).<br />
  - La pente des isenthalpes est différente de celle des droites de même température humide.</li>
</ul>
<div align="center">
<img alt="" height="526" src="http://www.dimclim.fr/images/diag3.png" title="Diagramme Type 2" width="590" /></div>
Cette page est disponible après <strong>inscription préalable</strong> et <strong>connexion</strong> pour accéder à la page "téléchargement".<br />

<ol start="4" type="I">
<li class="Style3"><u><a href="https://www.blogger.com/null" id="diagrammedimclim" name="diagrammedimclim"></a>Diagramme du didacticiel et de Dimclim  </u> :</li>
</ol>
Le pack téléchargeable (obtenu, après inscription (<a href="https://www.blogger.com/null">ici</a>)
 avec une adresse email valide et à condition de  donner une identité 
complète) contient le diagramme psychrométrique utilisé sur ce site et 
dans les logiciels proposés.<br />Ce diagramme est paramétrable  ( couleur, type de lignes ...). Il est représenté en coordonnées rectangulaires.<br />
Limites et bornes des diagrammes affichables :<br /> 
- Température basse mini/maximale  : -15 à     0 °C<br />
- Température haute mini/maximale   :+15 à +60 °C<br />
- Humidité absolue mini / maximale  
:  10 à   30 g<sub>eau</sub>/kg<sub>as</sub><br />

Une version plus complète de "PsychroDiag" est disponible et livrée 
avec le logiciel de tracé et calculs d'un système de traitement d'air 
appelé comme ce site "DimClim". Il permet d'afficher des températures 
minimale de -40 °C et maximale de +160°C avec une humidité pouvant aller
 jusqu'à  70 g<sub>eau</sub>/kg<sub>as</sub> et des  pressions de 10000 Pa à 200000 Pa.<br />
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<img alt="http://www.coolea.fr/_UserFiles/image/Diagramme%20psychromtrique%20coolea.jpg" class="shrinkToFit decoded" height="642" src="http://www.coolea.fr/_UserFiles/image/Diagramme%20psychromtrique%20coolea.jpg" width="933" /><img alt="http://annuaire.xpair.com/images/logiciel/air_humide.gif" class="decoded" src="http://annuaire.xpair.com/images/logiciel/air_humide.gif" /><img alt="http://www.dimclim.fr/images/diag2.png" class="decoded" src="http://www.dimclim.fr/images/diag2.png" /><img alt="http://www.dimclim.fr/images/diag4.png" class="decoded" src="http://www.dimclim.fr/images/diag4.png" /></div>

Les calculs des caractéristiques de l'air humide étant fastidieux et très souvent répétitifs, il a été établi un diagramme de l'air humide permettant de déterminer graphiquement, avec une assez bonne précision, toutes les caractéristiques de l'air en connaissant au moins deux d'entre elles. …

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Eau chaude sanitaire (ECS) Avantages et inconvénients

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Aide memoire GenieClimatique

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<span class="st"><i>Aide</i>-<i>mémoire</i> de <i>génie climatique</i>, Jean Desmons</span></div>
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<span style="color: red;"><span class="st">Mediafire</span></span></div>
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<span style="color: red;"><span class="st"><a href="http://www.mediafire.com/view/52h9ry7ecarsmj3/aide_memoire_GenieClimatique_2.pdf" target="_blank">http://www.mediafire.com/view/52h9ry7ecarsmj3/aide_memoire_GenieClimatique_2.pdf</a></span></span><br />
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<span style="color: red;"><span class="st">  </span></span></div>
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<span class="st"> </span>Cet aide-mémoire rassemble de façon synthétique et illustrée les 
principaux domaines de la climatisation. Dans chaque domaine, la 
physique et la technologie spécifiques sont développées et les 
applications les plus classiques sont décrites. Cet ouvrage s’articule 
autour de quatre parties :<br />• Les outils nécessaires à la <b>maîtrise de la climatisation</b> : bilans thermiques, psychrométrie, hydraulique, aéraulique ;<br />• Les principaux <b>systèmes de climatisation</b> : détente directe, systèmes tout air, systèmes tout eau, etc. ;<br />• Les différents moyens permettant <b>l’optimisation énergétique</b> et les <b>énergies nouvelles</b> : solaire, géothermie, récupération et stockage de l’énergie ;<br />• La mise en oeuvre et le <b>dépannage</b> des différents matériels.<br />Cette nouvelle édition révisée et mise à jour s’enrichit également d’un chapitre sur <b>l’acoustique</b> appliquée au génie climatique.<br />Cet
 ouvrage constitue un outil de travail indispensable aux techniciens et 
ingénieurs climaticiens (conception, installation, maintenance et 
dépannage) ainsi qu’aux étudiants en génie climatique avec des exercices
 d’application.          </div>
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Aide-mémoire de génie climatique, Jean Desmons Mediafire http://www.mediafire.com/view/52h9ry7ecarsmj3/aide_memoire_GenieClimatique_2.pdf Cet aide-mémoire rassemble de façon synthétique et illustrée les principaux domaines de la climatisation. Dans chaque domaine, la physique et la technologi…

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Examen passage 2éme année tsgc

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<span style="color: red;">Examen </span><span style="color: blue;">passage </span>2éme <span style="color: #38761d;">année </span>TSGC </h2>
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Examen passage 2éme année TSGC …

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Examen Passage 1er année TSGC

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<h2>
<span style="color: blue;">Passage <span style="color: red;">génie </span>climatique <span style="color: red;">2010</span></span></h2>
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<span style="color: blue;"><a href="http://www.mediafire.com/view/90323azxqeuknah/examen_TSGC_th_2010.doc" target="_blank">http://www.mediafire.com/view/90323azxqeuknah/examen_TSGC_th_2010.doc</a> </span></div>
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Passage génie climatique 2010 mediafire http://www.mediafire.com/view/90323azxqeuknah/examen_TSGC_th_2010.doc …

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18 juil. 2014

les modules : branche génie climatique (TSGC)

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Le <b>génie climatique</b> est une branche de la <a href="http://fr.wikipedia.org/wiki/Physique" title="Physique">physique</a> qui traite du domaine du <a href="http://fr.wikipedia.org/wiki/Chauffage" title="Chauffage">chauffage</a>, de la <a href="http://fr.wikipedia.org/wiki/Plomberie" title="Plomberie">plomberie</a>, de la <a href="http://fr.wikipedia.org/wiki/Climatisation" title="Climatisation">climatisation</a>, de la <a href="http://fr.wikipedia.org/wiki/Ventilation" title="Ventilation">ventilation</a>, de la <a href="http://fr.wikipedia.org/wiki/R%C3%A9gulation" title="Régulation">régulation</a> et de ses applications. L'étude du domaine se réalise en <a href="http://fr.wikipedia.org/wiki/Physique" title="Physique">physique</a>, l'application se fait dans le domaine <a class="mw-redirect" href="http://fr.wikipedia.org/wiki/Industriel" title="Industriel">industriel</a><br />
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" 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<table cellpadding="0" cellspacing="0" class="contenttoc" style="margin-left: auto; margin-right: auto; text-align: left;"><tbody>
<tr align="left"><th style="text-align: center;">Index de l'article</th></tr>
</tbody></table>
<table cellpadding="0" cellspacing="0" class="contenttoc"><tbody>
<tr align="left"><th style="text-align: center;"> </th></tr>
</tbody></table>
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<tr align="left"><th style="text-align: center;"> </th></tr>
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<tr align="left"><th style="text-align: center;"> </th>
 </tr>
<tr align="left">
  <td>
  TSGC - Technicien Spécialisé en Froid et Génie Climatique
  </td>
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<tr align="left">
    <td>
    Module - TSGC - Programme d'études - OFPPT
    </td>
   </tr>
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    <td>
    Module 01 - TSGC - Métier et formation - OFPPT
    </td>
   </tr>
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    <td>
    Module 02 - TSGC - Hygiène et sécurité - OFPPT
    </td>
   </tr>
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    <td>
    Module 03 - TSGC - Electricité de base - OFPPT
    </td>
   </tr>
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    <td>
    Module 04 - TSGC - Travail du tube cuivre - OFPPT
    </td>
   </tr>
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    <td>
    Module 05  - TSGC - Théorie du Cycle Frigorifique - OFPPT
    </td>
   </tr>
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    <td>
    Module 07 - TSGC - Thermodynamique de base - OFPPT
    </td>
   </tr>
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    <td>
    Module 08 - TSGC - Démarrage des moteurs à C.A - OFPPT
    </td>
   </tr>
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    <td>
    Module 09 - TSGC - Lecture et interprétation de Dessin - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 10 - TSGC - Climatisation à détente directe_A - OFPPT
    </td>
   </tr>
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    <td>
    Module 10 - TSGC - Climatisation à détente directe-B - OFPPT
    </td>
   </tr>
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    <td>
    Module 11 - TSGC - Mécanique des fluides - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 13 - TSGC - Régulation - OFPPT
    </td>
   </tr>
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    <td>
    Module 15 - TSGC - Combustibles et combustion - OFPPT
    </td>
   </tr>
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    <td>
    Module 17 - TSGC - Entretien et dépannage des bruleurs à air souffle - OFPPT
    </td>
   </tr>
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    <td>
    Module 17  - TSGC - Techniques de chauffage - OFPPT
    </td>
   </tr>
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    <td>
    Module 19 - TSGC - Procédés de climatisation - OFPPT
    </td>
   </tr>
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    <td>
    Module 20 - TSGC - Maintenance et dépannage des centrales de traitement - OFPPT
    </td>
   </tr>
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    <td>
    Module 21 - TSGC - Réseau Aéraulique - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 22 - TSGC - Traitements des eaux - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 23 - TSGC - Environnement - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 24 - TSGC - Energie solaire - OFPPT
    </td>
   </tr>
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    <td>
    Module 25 - TSGC - Gestion de production - OFPPT
    </td>
   </tr>
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    <td>
    Module 26 - TSGC - Planification Projet - OFPPT
    </td>
   </tr>
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    <td>
    Module 27 - TSGC - Contrats et devis - OFPPT
    </td>
   </tr>
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    <td>
    Module 28 - TSGC - Coordination chantier - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 29 - TSGC - Communication - OFPPT
    </td>
   </tr>
<tr align="left">
    <td>
    Module 31  - TSGC - Moyen de Recherche d'Emploi - OFPPT</td></tr>
</tbody></table>
</div>
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<div style="text-align: center;">
<h2>
<u><i><span style="color: red;">MediaFire</span></i></u></h2>
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 Module 01 - TSGC - Métier et formation - OFPPT
</div>
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 <a href="http://www.mediafire.com/view/3ki1n54aoz51y4p/M_01_TSGC_M%C3%A9tier_et_formation_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/3ki1n54aoz51y4p/M_01_TSGC_Métier_et_formation_par_WWW.OFPPT01.Ma.pdf</a></div>
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 Module 02 - TSGC - Hygiène et sécurité - OFPPT</div>
<div style="text-align: center;">
</div>
<div style="text-align: center;">
<a href="http://www.mediafire.com/view/6ybrm01ss99qzdc/M_02_TSGC_Hygiene_et_securit%C3%A9_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/6ybrm01ss99qzdc/M_02_TSGC_Hygiene_et_securité_par_WWW.OFPPT01.Ma.pdf</a><br />
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Module 03 - TSGC - Electricité de base - OFPPT
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<a href="http://www.mediafire.com/view/cz861lckkcd7dt5/M_03_TFCC-TMGC-TSGC-TSTI_Electricite_de_base_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/cz861lckkcd7dt5/M_03_TFCC-TMGC-TSGC-TSTI_Electricite_de_base_par_WWW.OFPPT01.Ma.pdf</a><br />
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Module 04 - TSGC - Travail du tube cuivre - OFPPT
    <br />
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<a href="http://www.mediafire.com/view/5cax08mb2oov0jk/M_04_TSGC_Travail_du_tube_cuivre_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/5cax08mb2oov0jk/M_04_TSGC_Travail_du_tube_cuivre_par_WWW.OFPPT01.Ma.pdf</a><br />
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Module 05  - TSGC - Théorie du Cycle Frigorifique - OFPPT
    <br />
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<a href="http://www.mediafire.com/view/j4o42mxad4u8wr1/M_05_TSGC_Th%C3%A9orie_du_Cycle_Frigorifique_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/j4o42mxad4u8wr1/M_05_TSGC_Théorie_du_Cycle_Frigorifique_par_WWW.OFPPT01.Ma.pdf</a><br />
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Module 07 - TSGC - Thermodynamique de base - OFPPT
    <br />
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<a href="http://www.mediafire.com/view/sb56rbm7moqdc2a/M_07_TSGC_TMGC_Thermodynamique_de_base__par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/sb56rbm7moqdc2a/M_07_TSGC_TMGC_Thermodynamique_de_base__par_WWW.OFPPT01.Ma.pdf</a><br />
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Module 08 - TSGC - Démarrage des moteurs à C.A - OFPPT
    <br />
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<a href="http://www.mediafire.com/view/4d8dcta6zo06ccd/M_08_TSGC_TMGC_Demarrage_des_moteurs_%C3%A0_C.A_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/4d8dcta6zo06ccd/M_08_TSGC_TMGC_Demarrage_des_moteurs_à_C.A_par_WWW.OFPPT01.Ma.pdf</a><br />
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Module 09 - TSGC - Lecture et interprétation de Dessin - OFPPT
    <br />
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<a href="http://www.mediafire.com/view/cq0gyjga4bhgnnf/M_09_TSGC_Lecture_et_interpretation_de_Dessin_par_WWW.OFPPT01.Ma.pdf">http://www.mediafire.com/view/cq0gyjga4bhgnnf/M_09_TSGC_Lecture_et_interpretation_de_Dessin_par_WWW.OFPPT01.Ma.pdf</a><br />
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Le génie climatique est une branche de la physique qui traite du domaine du chauffage, de la plomberie, de la climatisation, de la ventilation, de la régulation et de ses applications. L'étude du domaine se réalise en physique, l'application se fait dans le domaine industriel Index de l'article …

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EFM TSGC 2013 marrakech

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examen EFM TSGC 1ére année marrakech </div>
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