https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11 L'énergie au quotidien Fri, 23 Nov 2012 15:20:35 +0000 hourly 1 https://wordpress.org/?v=7.0 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51725 Fri, 23 Nov 2012 15:20:35 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51725 Désolée de vous contredire, d’autant que ce n’est pas moi qui le fait mais la RTE : Et si vous ne souhaitez pas lire l’article, sachez qu’il y est dit, entre autre, que « RTE a chiffré mercredi entre 35 et 50 milliards d’euros les investissements qu’elle devra réaliser d’ici à 2030 pour accompagner l’évolution du système électrique. » et que : « In fine, les dépenses des gestionnaires de réseaux sont financées par les consommateurs. » CQFD

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51724 Fri, 23 Nov 2012 13:39:05 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51724 Merci de répondre à la place de l’étrangement silencieux @Dan1 😉 Donc le facteur de charge du nucléaire au Japon est de 5,45%, alors que l’éolien a un fc terrestre de 20 à 30% et maritime de 30 à 55% conclusion : il vaut mieux installer de l’éolien au Japon que du nucléaire @Dan1, un commentaire? 🙂

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51723 Thu, 22 Nov 2012 18:58:55 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51723 ~ La capacité nucléaire du Japon est de 44.215 MW (France : 63.130 MW). Le mois d’octobre 2012 a compté 31 jours et 744 heures (comme toujours en octobre). La production théorique aurait été de 32.896 GWh au Japon (taux de charge à 100%). La production effective en octobre 2012 a été de 1.792 GWh. Ce qui donne un taux de charge constaté de 5,45%. Un chouia de mieux qu’en août et septembre. Pour mémoire, les éoliennes ont produit 1.347 GWh en France pour le même mois, soit 75,2% de la production nucléaire japonaise. Vous me direz, je mélange le coq qui chante et le soleil levant. C’est vrai.

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51722 Thu, 22 Nov 2012 16:35:52 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51722 Hum… j’attend toujours votre réponse sue le facteur de charge de l’énomre parc nucléaire japonnais…. On va faire plus simple puisque sur 6 mois ou sur un an vous ne trouvez pas, combien a-t-il produit en Janvier 2012? On peut aussi parler du facteur de charge de nos centrales françaises, en constante dégradation ces 10dernières années (là vous allez réagir je parie 🙂

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51721 Thu, 22 Nov 2012 16:33:10 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51721 Oups! Bon c’est l’image du bilan mensuel de RTE en janvier 2012 page 3.

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51720 Thu, 22 Nov 2012 16:22:04 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51720 Les éoliennes françaises prosuisent bien au mois de janvier. Selon RTE, en 2012, on a même un facteur de charge moyen de 32%…. que demande le peuple ? En fait, il faudrait juste que ce soit un peu plus régulier pour qu’on puisse parler de puissance garantie. data:image/png;base64,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

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51719 Thu, 22 Nov 2012 15:53:10 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51719 Ne détournez pas les phrases de leur sens premier ! « Les éoliennes produisent plus en hiver », ne veut pas dire « les panneaux solaires produisent quand il y a un anticyclone » ! Il s’agit juste bel et bien d’un article sans argument et d’une mauvaise foi flagrante !

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51718 Thu, 22 Nov 2012 15:21:41 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51718 Ben oui les éoliennes produisent plus en hiver… Et quand on a un bel anticyclone sur toute la france eh bien il fait…beau, et donc la journée on a une belle production solaire ! ça s’appelle la complementarité des ENR, personne ne parle ici de faire 100% de notremix avec le seul éolien !

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51717 Thu, 22 Nov 2012 15:09:57 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51717 Je fais simplement observer que le 7 décembre ne se situe pas en hiver. Durant l’hiver, sous nos climats, il arrive qu’un anticyclone s’installe durablement (périodes de grand froid) et que les éoliennes démontrent alors avec éclat leur coûteuse inutilité. Sans même parler des ravages sur le paysage et les activités économiques qui y sont liées (pour l’offshore : la plaisance, le tourisme, les pêches, etc).

]]> https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51716 Thu, 22 Nov 2012 15:04:56 +0000 https://www.enerzine.com/leolien-merite-mieux-quun-strapontin-lors-du-grand-debat-sur-lenergie/14975-2012-11#comment-51716 « En effet, les éoliennes produisent le plus en hiver au moment où la demande d’électricité est la plus forte. » Qu’elles sont gentilles ces éoliennes ! Elles produisent plus en hiver, hein ? Ca alors ! Qui l’eut cru ? Faut arrêter de nous prendre pour des idiots aussi !!

]]>