Principe de fonctionnement<div>&nbsp; Lorsque les conditions climatiques le permettent une interface programmable active une pompe qui fait circuler un fluide caloporteur* dans l’installation. Ce fluide se réchauffe par l’effet du rayonnement solaire au travers de panneaux solaires thermiques. Grâce à l’échangeur, le fluide, comme la résistance électrique, transmet de la chaleur à l’eau froide contenue dans le ballon pour la chauffer à 60°C maximum. La température est constamment contrôlée par des sondes de température installées au niveau des panneaux solaires et du ballon d’eau chaude. * en capacité d’emmagasiner de la chaleur.&nbsp;&nbsp;</div><div>​<span><span contenteditable="false" class="image-container" style=""> ​<img 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"> </span>&nbsp;&nbsp;</span></div>Question 1<div>&nbsp; &nbsp;à l’aide de la figure 1, compléter les cellules non grisées du tableau ci-dessous associant les solutions techniques et les fonctions techniques.&nbsp;&nbsp;</div><div>​<span><span contenteditable="false" class="image-container" style="height: 197.062px; width: 736.68px;"> ​<img src="data:image/png;base64,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"> </span>&nbsp;&nbsp;</span></div>6.0ATransmettre la chaleur à l'eauBPanneau solaire thermiqueCPompe de circulationSi vous n'obtenez pas les 6 points, réalisez la remédiation "fonction technique et solution technique"Question 2<div>lorsque les conditions climatiques ne sont pas favorables, citer le composant qui permet de chauffer l’eau à 60°C dans le ballon.</div>3.0états de fonctionnement de la pompe et de la résistance électrique<div>&nbsp; les diagrammes ci-dessous correspondent aux états de fonctionnement respectifs de la pompe de circulation et de la résistance électrique lors d’une journée ayant des conditions d’ensoleillement favorables et de consommation d’eau chaude normale.</div><div>​<span><span contenteditable="false" class="image-container"> ​<img 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G5uVieWMMYv9Y2Vz905A5HPAr26bSdOuZ7WefT7WSa15t5HhVmh6fcJGV6DpjpTYdH0u3F35Om2kX21i11shUeeTnJfA+YnJ656mh63+Yl0ufOM7zt4Q+GX2oWjaZvuNw1BmW2MglIUSEA/Lj26Z7Zrc0uBY7P4jyWl5oxtX01vNs9I81oIpQhwVZkVCCN3Ck89sCvbpPD2jS6SulSaTYnTl6WnkL5S8k8LjA5JPHc0Wfh7RtP02TTbTSrOGxlBElukKhJMjB3LjByPWm9mO+qZ8+6r4c0hPhn8P50sLdJ72/jS4mVAHkVidwZupHA+mK29bsP7F+Jfiq18PWqWjHwy7JDaoEG75eQq98D869pfQdIktbW1k0mxa3tGD28Rt0KQsOhQYwpHqMVKNMsBqR1IWNsL8p5ZuREvmlf7pbGce2cUN3/ryEtEfNGkwW82g+EvsV34Xsr9byNoZYGna+eTdysqojEZOOvHTBxXoFjoem638ffFaanY295HDZQskc6B1BKRjODxnGRntmvSrPwp4fsdSbU7TRdPgvWJJnjtlV8nqQQOCe5HWrsemWEGoTahFY28d7OAstysSiSQDGAzAZIGBwT2oer1DofNMtlA3wF1GRoUc2mvukDMMmNTsBCnsD3r6O8PJpiaBarowtRYhP3Qtdvl++NvHXOffNH/AAjuif2bNpg0ixWxnYvLbLbqsbscZYqBgngc9eBVnT9Os9Jso7KwtYra2jzsihUKq5OTgD3JNLo0werTR87aSvhc+AvGx8SCz/4Sb7TcAfadv2jzMfJsz833852/jxVeTzfsHw0F0untpn2aYoupsy2hl3t/rCAe23qMevGa+hZ/C2gXWpvqNxo1hNespVp5LdWZgRg5JHPHH04p8/h3RbrS49Ln0mxfT4/uWxt18tP91cYHU9PWjoget/M85+EduIvEPil7W90qSyeZCbbS/NMEEnOdjMiqQR/dJ6Dtip/HH/JZfAH1uP8A0EV6Npuk6fo1otpptlb2luDkRQRhFz3OB396dPplhdXlve3FjbS3VtnyZ5IVZ4s9drEZGfan1T7C6M+Z/FGo2Or6Z4purS08OaZGL11dLktNqNxJuHzIWJ2g8/dwB81fQvgljJ4F0Bi24tp8BJJzn5FqSTwl4dlvp76XQtOkurgMs0r2yFnDDB3ZHORwfWtS1tYLG1jtbWCOCCJQqRRKFVQOwA4AoWkbDe9z508Nf8IYdN8f/wDCQfYP7QFzcGH7Tt8wL82PKzzu3f3eelMtSx0z4YjxWf8AiQHz9/2j/V53N5e/PG3bsxnjbntmvUPCvwxstPj1QeIbLS9TNzqMl5blovM8tWxwdy8HjkDiu3vdK0/UbH7De2VtcWmB+5miV046fKRjihaWfoD1f3niEo0wfEHxaPCX2f8Asb/hHpvtos8eR5u0427flz06f7XvXP6j4f0qP4HeFL9LKBb261MJNcKgEjKzSAgt1xhV49q+ibHw/o+l2EtjYaXZ29pMCJYY4VVZARg7hjnI45ofw/or2EGntpGntZQMHit2tkMcbc8quMKeTyB3NLQNTzBNLsND+PltaaXaQ2du+hsWigQICRuGSB3+Uc+1cB4eHgw/BvxD/aP2D+3Q8nlGXb9o3ceXszzjOc7eOua+k5dJsJL46gbK2N/5ZiW6MI80Kf4d2N2Oema4nwR8MLHQ/D8Vnr9hpeo3sNw8sU/kh9oJBABZQeCM46ULz7fqO60t/Wh5hOdQPijwcNdTSnjGhIYF152W2Lc53HBG/G3qPT2r0P4MQeTp+ufZ76xuLF79mhjsfN8qBiPmVS6rlfu4K5FegaroWk65brb6rptrexKcqs8SvtPqM9PwqxYWFnptolpY2sNtbxjCxQoEVfoBxVX/ABJ8jyLxIukn492v/CWfZjpn9l/6J9u2+Rvzznd8ufvde+PauGQxL4U+KP8Awjf/AB4fbLbZ5P3fI3yZ2/7OP/Ha+jdU0DSNcSNNV020vVjO5BcQq+0+2RxTrTRdLsvtH2XTrOD7SAs/lQKvmgDADYHzAAkDPY1FtLF31ueFeHre3bxp4Ml0278L2k6R8xaS8zy3ERUbhLhMBsbvvkc5yeK7j45/ah8OZPI8zyPtUX2rZ/zyyc59t22u20zwvoOi3Elxpej2NnNLw0kECoxHpkDp7dK0ZoIriF4Z4klidSrI6hlYHqCDwRVSd0THR3PN9Kf4bL4v0hdBjtjq7WjeQ2nE7Am0583YducZ+8M/pXlTr5n7Pirn73iDHHuK+jNK8L6FockkmlaPY2TyjDtBAqEj0JA6e3Sl/wCEb0L+zxp/9iad9iEnnC2+yJ5Yf+9txjd74zS63/rcFtY8m+I/h3RvDNp4Ss4bNLXw6+qq2pKM7HOFAZyevyh/1qx4h/4QVrPxfF4VhiOqf2OzXBsMm28sY7Idm7p2z1969dvrCz1Gze0vbWG5tpBh4pUDKw9weKrab4e0bRbaS30zSrS0il/1iwwqof8A3sDn8afcFpY8G17XtKvPhh4B0+2v7aa9ju7YyQRuGeMKCrblHI5IHPWuk1W9h074x+Lru4ge4hh8OF3hRipkUBMrkcjPqOlelQeDfDFshSHw7pSKZBKQLRMbx0PTqMnHpnitA6Vp326W+On2v2yaPypLjyV8x0/us2MleBwTih6/15AtD5jlnglbwbeWy+GrFH1GJorPTAWuol3jJnkYlic9if5V6Hp1nott+0PrqXMFjExtEltRIqqTOwQlkz/Gcscjk5NekQ+CvC9vG0cPh3SlVpBIy/Y0ILDoeR1GTj0zVu48O6Nd6rDqtxpdnLqEOPKuXhUyLjphsZ47elDDufOcRmHwIhGZBp58QYv9mf8AVcdcds4/HFdfqY8OD4o+Cf8AhBPsInJb7Z/Zu3Z9nwPv7eM7d/XnpntXsEGjaZZ2D2FrptnDZSZL28UCrG2euVAwc9+Kh0rw1oehvI+laRZWTy8O0ECoWHoSB09ulF9fQHqeIaBoGlah4T+JeoXdhb3F1DdXYimkjDNFtDMCpP3TnnI9K9W+Fjs/wx8PsxyfswHPoCQP0Fb8Oi6XBb3UEOmWccN2Wa5jS3ULMW4YuAMMT3znNWLSztrC1itbO3it7eMbUihQIqj0AHAoT0+4H3LVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFYuoeKNG0u9a0vL5YZ1VGZWVjtDEhckDAyQQMnk8DmgDaorDfxXokdnFdPffupC4UCNyw2HD5ULuAU9SQMd6JPFeiRSzRNfrui2btiM3LAFACAQzEMpAGSQelAG5RXMweNtGm1RrP7UFQrC0U3JVzIzKAePkIZcfNjk461pWuu6ZfX72VveK9wm7K4IDbThtpIw208HaTg9aANSuf0b/kbPEv8A10t//RIroK5/Rv8AkbPEv/XS3/8ARIoA6CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArnr/w19uvby4+1lPtL2b7fKzt8iXfjOed2ce3XmuhooA4rUPBNxeRyRprBihlluZJIjE5U+cwIOFkXJXBA3blOfu1Lb+DJbS0VINRUXUVzDcwyvb7kVo4EgIZdwJDKrHhgRuHPHPX0tCF1OUfwncTw3xutV82e8Fvvl+zhQDFKz8KG6HdtA6gAZLGo9D8Ex6Jqy3STwSRRGUwgW22Ub2z8zliDgEgbVXPfNdfRR1uPpYzdTsb+8MX2PVprDbnf5cUb784xnepxjB6etcfpOi64fFev48WXg2SQb8WcHz5jBGfk4wOOPxr0Kuf0b/kbPEv/XS3/wDRIoAuWmnX1ubnztbu7rzRiPzIoV8k88rtQZ/4FnpTYNNv4tPnt5NdvJp5DlLl4YQ8XsqqgU/iD1rWooAyW02/OlrajXLwXIbcbvyYd5H93bs24/4Dnii503UJrO3hi127gliH7ydIYS03+8GQqPwArWooAzLqwvbi5t5IdZuraOPAeJIomWbB5LFlJGenykUr2F62qrdLq9ytsuM2YiiKNxj7xXf15+9WlRQBmwWF7FqctzJq9zNA+dto0UQRM9MMFDHHuxptpp1/B9p8/Wrq580Yj3xRL5J55Xaoz1H3s9K1KKAMmHTtQj0+e3k1y6luJDlLloYQ0Q44ChAp/EHrQ2nagdMW1GuXQuQ+43Yhh3sOfl27NuPwzxWtRQBk3Wm6hPZ28UOuXNvLEMSTrDCWlPqwZCB/wEDrT7uwvp7qCSHV7m2jjADwpFEyy4OSSWUkZHHBFadFAGa1jenVVuhq062oxmzEUZQ8Y+8V3deetEFjexalLcy6tPNbtnbatFGFTJ4wwUMce5NaVFAGXZ6fqFuLkT61cXJlXEZeGJfJPPI2qM9vvZ6U2LTtRj02e3k1y4luHOUuTDEGjHHAULtPQ9Qeta1FAGS2m6idLW2Gt3C3IfLXYhi3MOeNu3b3HOM8UXOn6jPaW8MOt3FtLEMSTJBEzSnA5IZSB+AHWtaigDMu7G/nu4JYNWnt4o9vmQpFGwlwcnJZSRkccEUrWN8dWW6GrTC1HWz8qPaeMfe27uvPWtKigDNtrK+i1GW4l1aae3fdstWijVUyeMMFDHHTk0yzsNRgS6WfWp7ppVxEzwRr5J55G1RnqOuelatFAGTDp2pJp01u+tzy3LtlLowRBoxxwFC7T0PUd6JNO1JtMS2XW5lulbc115EZZhz8u3btHUcgZ4rWooAybvT9SmtbaODW57eWIYlmWCNjKcDkhlIXoemOtPu7G/nvIJYNVlt4E2+ZCsKMJMHJyzAkZHHFadFAGc1lfnVhdDVZRaDrZ+Sm08Y+9jd1560lrZX8WpS3E+qyz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</span>&nbsp;&nbsp;</span></div>Question 3<div>&nbsp; &nbsp;identifier l’heure de début et de fin de fonctionnement de la pompe de circulation du fluide caloporteur.&nbsp;&nbsp;</div>2.0Question 4<div> déterminer la durée totale de fonctionnement sur une journée de la résistance électrique. </div>2.06 heuresQuestion 5<div>&nbsp; &nbsp;indiquer quel est l’intérêt principal d’une telle installation du point de vue développement durable, justifier en rédigeant votre réponse en quelques lignes.&nbsp;&nbsp;</div>3.0Question 6<div>&nbsp; &nbsp;En reprenant le principe de fonctionnement et à l’aide des figures 1 et 2, compléter l’algorigramme de fonctionnement simplifié du chauffe-eau solaire utilisant des panneaux solaires thermiques associés à une résistance électrique.&nbsp;&nbsp;</div><div style="text-align: center;">​<span><span contenteditable="false" class="image-container" style="cursor: ew-resize;"> ​<img 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"> </span>&nbsp;&nbsp;</span></div>6.0AActiver résistance thermiqueBArrêter la pompeCArrêter la résistance thermiqueSi vous n'obtenez pas les 6 points, réalisez la remédiation "algorigramme"Question 7<div>&nbsp; parmi les propositions suivantes identifier deux métiers pouvant intervenir sur ce type d’installation :&nbsp;&nbsp;</div>3.0maçonplatrierinstallateur chauffagistemécanicien automobilejardiniercouvreurélectricieninformaticienfalse1none