IEN 19ème Circonscription Bagneux - Mot-clé - Sciences et technologiesBlog de la 19ème circonscription de l'Education Nationale de Bagneux2020-06-18T13:49:40+02:00Académie de Versaillesurn:md5:01b3d4c539b1a5c32e48a479f322a3fcDotclearLes poissons rouges de la classe de CP à Wallon B : écrire et faire un documentaireurn:md5:733b5d1f8a0a825f5d810b7e760da9a72019-03-25T19:39:00+01:002019-04-09T20:07:57+02:00École élémentaire Henri Wallon BFrançaisprojetSciences et technologies<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Un aquarium dans la classe ce n’est pas que de la déco… Grâce à cela les élèves peuvent découvrir le monde du vivant, apprendre à respecter les animaux et connaître leurs besoins.</span></span></span></span></p>
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<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/dibrova110900123.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Mais c’est aussi l’occasion de collaborer, de faire des recherches plus spécifiques sur le poisson rouge, les observer, mener des expériences (ce qu’ils mangent, combien de nageoires ont-ils…) et DE LIRE ET ECRIRE.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"> </p> <p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Les élèves de CPA ont écrit un documentaire sur les poissons rouges afin de le lire aux autres classes.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Tout d’abord un documentaire ce n’est pas un album, ni un roman, nous avons vu quelles étaient les caractéristiques du documentaire. </span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif""><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/.IMG_20190128_095303_m.jpg" style="margin: 0 auto; display: table;" /></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Ensuite il fallait choisir le sommaire, quelles informations mettre dans le documentaire, quelles photos insérer. L’occasion de faire du langage oral et un débat pour que tout le monde se mette d’accord.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/.IMG_20190201_102954_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"> </p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Les élèves ont dû aussi faire des recherches dans des livres pour recueillir d’autres informations.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Une fois tout cela fait, il ne restait plus qu’à l’écrire et la maîtresse n’avait plus qu’à prendre les photos choisies par les élèves.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Les séances d’écriture se sont bien déroulées, les élèves étaient motivés et inspirés. Ils ont appris à revenir sur leur travail et à se corriger (tout ne se fait pas en une fois).</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/.IMG_20190201_095716_flou_m.jpg" style="margin: 0 auto; display: table;" /><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/.IMG_20190201_100330_flou_m.jpg" style="margin: 0 auto; display: table;" /><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/.IMG_20190201_101438_m.jpg" style="margin: 0 auto; display: table;" /></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"> </p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Le documentaire a été mis en page, relié, les photos insérées et voilà un VRAI LIVRE.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Les élèves sont allés le présenter et le lire dans d’autres classes et lorsqu’ils sont repartis chaque classe avait appris quelque chose sur les poissons.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">« <i>J’ai appris que les poissons pouvaient manger des carottes </i>» : Joris CM2</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">« <i>Ils ont 7 nageoires</i> » </span></span></span></span></p>
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<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Pour finaliser ce projet, un documentaire vidéo a été réalisé, la maîtresse a enregistré les voix des élèves et a intégré les images comme un reportage/interview (mais sans la voix de la maîtresse).</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif""> « <i>Maîtresse c’est comme si on passait à la télé !</i>» Maxime (CPA)</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">« <i>Ma voix est rigolote</i> » Ana (CPA)</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"> </p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Les élèves l’ont présenté à d’autres classes.</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">« <i>Mais c’est super, j’ai appris plein de choses, combien de temps ça a pris pour faire ça</i> » Ahmed (CM1)</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">« <i>Merci, ça nous a pris toute l’anné</i>e » Lycia (CPA)</span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif""><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/poissons_wallon_B/.IMG_20190214_151031_flou_m.jpg" style="margin: 0 auto; display: table;" /></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"> </p>
<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Chaque élève a eu un documentaire papier à rapporter et lire à la maison, et le documentaire vidéo a été mis sur une clé USB pour que les parents s’ils le souhaitaient puissent le visionner chez eux et voient le travail de leur enfant.</span></span></span></span></p>
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<p style="text-align:justify; margin:0cm 0cm 0.0001pt"><em><span style="font-size:12pt"><span style="font-family:"Arial","sans-serif""><span style="font-size:11.0pt"><span style="font-family:"Calibri","sans-serif"">Article rédigé par M. Mary, enseignante de l'école élémentaire Wallon B</span></span></span></span></em></p>Le vol de la montgolfière - Les CP 3, 4, 5 et 6 de Wallon A à la rencontre des élèves de 6ème du collège Joliot-Curie …urn:md5:80c9a9472f31c7ac4b1a9b57adb8c67b2019-03-15T18:31:00+01:002019-03-27T18:52:19+01:00École élémentaire Henri Wallon ASciences et technologiesÉcole-Collège<p style="text-align: justify;"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_1.png" style="margin: 0 auto; display: table;" /></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Comme précisé par le socle commun de connaissances, de compétences et de culture, les élèves sont appelés à « apprendre à apprendre », en classe ou en-dehors. Ils sont amenés, à partir d’une situation-problème, à conduire un projet collectif et à rechercher les bons outils pour la résoudre. Ainsi, l’acquisition d’une culture scientifique et technologique doit leur permettre de développer un sens de l’observation, une imagination raisonnée, un esprit critique…</span></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">De plus, la réalisation d’un projet « intergénérationnel » entre élèves à peine entrés à l’école élémentaire (au CP) et élèves de 6<sup>e</sup> participe à l’identification de ces ainés comme modèles et crée un lien affectif positif à l’aube de la scolarité.</span></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/.montgolfiere_s.png" style="margin: 0 auto; display: table;" /></p> <p style="margin: 0cm 0cm 10pt;"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><u><span style="font-size:12.0pt"><span style="line-height:115%">1/ La situation-problème</span></span></u><span style="font-size:12.0pt"><span style="line-height:115%"> : </span></span></span></span></span></p>
<p style="text-align: justify;"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Dans le cadre de notre projet autour du monde, les élèves ont fabriqué des montgolfières en arts visuels lors d’ateliers croisés entre les quatre classes des CP 3, CP4, CP5 et CP6.</span></span></span></p>
<p style="text-align: justify;"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_2.png" style="margin: 0 auto; display: table;" /></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Les montgolfières ont été réalisées grâce à un ballon de baudruche, avec du papier mâché et nacelle en pot de yaourt et ont été accrochées au plafond des classes. Mais avant de les accrocher, nous avons tenté de les faire s’envoler ! Après une petite discussion, il a été établi que les vraies montgolfières fonctionnent avec une flamme.</span></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Nous avons donc réalisé l’expérience d’allumer une bougie sous les montgolfières et d’attendre que l’air en dessous se réchauffe et les fasse s’envoler…</span></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_3.png" style="margin: 0 auto; display: table;" /></p>
<p style="margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Malheureusement, non seulement la montgolfière ne s’est pas envolée, mais lorsque nous l’avons posée au-dessus de la flamme, celle-ci s’est éteinte car elle n’avait plus d’air pour vivre !</span></span></span></span></p>
<p style="margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><em><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Voici les hypothèses des élèves pour expliquer que notre montgolfière ne s’envole pas : </span></span></span></span></em></p>
<ul>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">On devrait peut-être rajouter plusieurs ballons pour que ça s’envole. (Djoulaïbib)</span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Peut-être qu’il faut attendre que le vent arrive. (Insaf, Nolan)</span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Il faut sûrement qu’il fasse 0°. (Takwa)</span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Peut-être qu’il faut l’accrocher au sol et couper le fil, ça la ferait s’envoler…(Sofia, Jahel)</span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Peut-être qu’il faut des piles, des hélices et un bouton pour que ça fonctionne. (Sofian, Emma) </span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Peut-être que notre fil est trop long, que le feu devrait être plus haut.(Seynabou, Nayla,Wassila, Léo)</span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Peut-être qu’il faut des ressorts. (Amir)</span></span></span></span></li>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:normal"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt">Peut-être qu’il faudrait une bouteille dedans, que l’on ouvrirait brutalement pour la faire s’envoler. (Rayan, Seyfoulah)</span></span></span></span></li>
</ul>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"> </p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">2/ <u>Visite au collège Joliot-Curie</u></span></span></span></p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_4.png" style="margin: 0 auto; display: table;" /></span></span></span></p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Pour répondre à ces hypothèses, les professeurs ont décidé de demander l’aide d’un spécialiste en nous rendant au collège Joliot-Curie, pour rencontrer le professeur de technologie <b><u>Mr Henck et ses élèves de 6<sup>e</sup> C et D</u>,</b> qui ont immédiatement proposé de d’apporter leur aide pour résoudre ce problème et réaliser des montgolfières en état de fonctionner !</span></span></span></p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Les élèves de CP ont soumis leurs hypothèses à Monsieur Henck et à ses élèves de 6e.</span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Les collégiens ont alors proposé aux élèves de CP de fabriquer des <b>lanternes célestes</b>, en petits groupes. Ils ont utilisé du <b>papier de soie</b> (très léger) qu’ils ont découpé à l’aide de <b>gabarits, </b>préparés en amont par les collégiens.</span></span></span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Pour assembler les différentes parties de la lanterne, les élèves ont utilisé de la colle blanche.</span></span></span></p>
<figure style="margin: 0 auto; display: table;"><img alt="image 5.png" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_5.png" />
<figcaption>Monsieur Henck présente le papier de soie</figcaption>
</figure>
<p><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_6.png" style="margin: 0 auto; display: table;" /></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Après avoir assemblé les lanternes, Mr Henck les a faites <b>voler</b> à l’aide d’un <b>décapeur thermique, </b>qui propulse de<b> l’air chaud</b>.</span></span></span></span></span></p>
<p><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Lors de l’étape de l’assemblage, certaines lanternes avaient été <b>alourdies</b> par une trop grande quantité de colle, et en essayant de les faire voler, les élèves ont compris que le poids du matériau ne le permettait pas.</span></span></span></p>
<p><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2018-2019/montgolfiere_wallon_A/image_7.png" style="margin: 0 auto; display: table;" /></span></span></span></p>
<p class="MsoCaption" style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:10pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-weight:bold"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-weight:normal">3/ <u>Nos conclusions</u></span></span></span></span></span></span></span></p>
<p style="margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">En réalisant cette expérience, les élèves ont pu vérifier certaines de leurs hypothèses: </span></span></span></span></span></p>
<ul>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Il faut bien <b>chauffer l’air</b> pour faire voler la lanterne.</span></span></span></span></span></li>
</ul>
<p style="margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">(Mr Henck a expliqué par la suite que <b>l’air chaud monte, alors que l’air froid descend !)</b></span></span></span></span></span></p>
<ul>
<li style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">De plus, <b>le poids</b> de la structure est déterminant pour parvenir à la faire s’envoler.</span></span></span></span></span></li>
</ul>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Les élèves en ont déduit que le papier mâché avec lequel ils avaient fabriqué leurs montgolfières était trop lourd. Pour qu’un objet puisse s’envoler, il faut qu’il soit très <b>léger</b>.</span></span></span></p>
<p style="text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:11pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif""><span style="font-size:12.0pt"><span style="line-height:115%">Les élèves de 6<sup>e</sup> se sont montrés particulièrement attentifs et impliqués dans la réussite de la démarche entreprise, et cette collaboration fut riche d’échanges, de tâtonnements et d’émotions.</span></span></span></span></span></p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">A n’en pas douter, ce moment de partage avec leurs ainés restera un temps fort de la première année de nos élèves à l’école élémentaire !</span></span></span></p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"> </p>
<p style="margin-top:0cm; margin-right:0cm; margin-bottom:.0001pt; text-align:justify; margin:0cm 0cm 10pt"><em><span style="font-size:12.0pt"><span style="line-height:115%"><span style="font-family:"Calibri","sans-serif"">Article rédigé par E. Oesterwind, enseignante de l'école élémentaire Wallon A</span></span></span></em></p>Jardin et Environnementurn:md5:36f9d20a61778dee039cbaecbbd513dc2018-06-20T16:48:00+02:002018-06-20T16:48:00+02:00École maternelle Paul Vaillant-couturierMaternelleProjetsSciences et technologies<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Cette année au sein de l'école , nous avons défini comme thème commun à toutes les classes : le projet « Jardin et Environnement ».</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">La finalité est d'élaborer un potager avec toutes les classes de l'école.</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Ce projet permet d'aborder différentes compétences telles que : intégrer l'enfant dans un projet fédérateur, sensibiliser l'enfant aux problèmes d'environnement, apprendre à respecter la vie, observer les différentes manifestations de la vie et découvrir ainsi le cycle de la vie, enrichir son vocabulaire relatif aux plantes et jardin.</font></p>
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" width="314" /></p> <p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">En automne le projet débuta par une visite du jardin de l'école. Les enfants ont observé, cueilli puis goûté les différentes plantes (du basilic ,du thym ,du romarin, de la menthe poivrée, des framboises, des physalis....)</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">A la suite de cette cueillette , un herbier a été élaboré, les enfants ont pu ainsi enrichir leur vocabulaire relatif aux plantes.</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">En hiver, les enfants ont planté des bulbes de tulipe et de jacinthe dans des pots individuels. Chaque enfant devait prendre soin de sa plante, l'arroser et observer les différentes étapes de sa croissance. A la veille des vacances de février chacun est reparti avec son pot de fleur pour continuer à en prendre soin à la maison et observer l'évolution.</font></p>
<p style="margin-bottom: 0cm"> </p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">De cette expérience, ils ont pu conclure que les plantes sont vivantes : elles naissent, elles grandissent ,elles meurent, et elles ont besoin d'eau et de lumière.</font></p>
<p style="margin-bottom: 0cm"><img alt="" height="298" 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" width="398" /></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Au printemps, les enfants ont travaillé autour de la graine. Ils ont observé différentes graines et après les avoir triées selon des critères ils ont pu constater qu'il en existe une très grande variété.</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Puis ils ont semé des graines de haricot,de lentille, de tomate, de laitue, de tournesol, de soja, de melon ,de concombre, de persil , de citrouille...Ils ont mis ces graines sur du papier absorbant puis ils les ont disposées dans des bocaux en verre afin de pouvoir observer leur développement.</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Les enfants ont semé des graines de basilic dans des pots de yaourt pour les offrir à la fête des pères.</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Après différentes expériences et observations, les enfants ont conclu qu'une graine germe et donne une plante, cette graine germe dans certaines conditions et que les racines des plantes absorbent l'eau.</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Suite à ces différents semis, les graines ont germé et donné des petits plants qui ont été plantés dans le potager de l'école.</font></p>
<p style="margin-bottom: 0cm"><img alt="" height="300" 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" width="400" /></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Parallèlement à toutes ces activités, tout au long de l'année, les familles ont été impliquées dans le projet , elles devaient apporter des épluchures de légumes et de fruits pour faire du compost pour notre potager afin d'améliorer la croissance des plantes .</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">A cette occasion il a été évoqué le thème des déchets et la nécessité de réduire et de recycler nos déchets</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Maintenant il faut laisser faire la nature et être patient avant de cueillir et déguster tous ensemble les légumes du potager.</font></p>
<p style="margin-bottom: 0cm"> </p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">Quelques témoignages des enfants sur les semis</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« On met une graine et on arrose ,après la plante elle pousse » Noemie</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« La graine commence à avoir la racine, la tige, la feuille » Anas</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« Quand on plante une graine, on plante un haricot on met un peu d'eau et on le met au soleil » Jean</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« La plante , elle grandit, après on met dans le jardin, il y aura des fruits » Djanelle</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« Il faut une graine de la terre un peu d'eau et attendre que ça pousse » Ana Sofia</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« Il faut mettre de l'eau, de la terre et du soleil et ça pousse, une plante » Lyhaa</font></p>
<p style="margin-bottom: 0cm"><font face="Comic Sans MS, cursive">« Il faut mettre de l'eau après ça pousse » Oumou</font></p>
<p style="margin-bottom: 0cm"> </p>
<p style="margin-bottom: 0cm"> </p>
<p><em>Article rédigé par Madame Khettabi, enseignante à l'école maternelle Paul Vaillant Couturier</em></p>Un aquarium dans la classe des CP B à Joliot Curieurn:md5:87610ad900b8f4350db272e04eb17c822016-10-28T23:31:00+02:002016-11-14T23:35:59+01:00École élémentaire Joliot-CurieSciences et technologies<p>La mise en place d'un élevage permet de traiter de nombreux éléments des programmes de découverte du monde du vivant et de sciences.</p>
<p>La démarche d'investigation peut être utilisée facilement et avec succès dans ce cadre. Ce support vivant permet également d'enseigner le respect de la vie.</p>
<p>En outre, il offre la possibilité de croiser les apprentissages en abordant la maîtrise du langage, les techniques usuelles de l'information et de la communication, l'autonomie et la responsabilité, les arts visuels... Enfin, il peut être utilisé comme un point de départ pour développer ensuite un point précis du programme (chaîne alimentaire par exemple).</p>
<figure style="margin: 0 auto; display: table;"><img alt="poissons.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/aquarium_Joliot/.poissons_m.jpg" />
<figcaption> </figcaption>
</figure>
<p> </p> <p>Tels des petits scientifiques, les élèves de CP B ont eu l'occasion de se questionner, d’observer et d'avoir des réponses à leurs questions à propos d'un élevage de Guppys.</p>
<p><u>Questions </u></p>
<p>Découvrir l’aquarium</p>
<p>En arrivant en classe, les élèves ont eu le plaisir d'observer leur élevage de poisson. Les questions ont été nombreuses :</p>
<p>Comment s'appelle cette espèce de poisson ?</p>
<p>Comment font-ils pour manger , pour respirer ?</p>
<p>A quoi servent tous les objets dans l'aquarium ?</p>
<p>Comment fait-on pour préparer un aquarium ?</p>
<p>Est-ce que c'est que « des hommes » ou que « femmes » ?</p>
<p>Comment est-ce qu'ils avancent ?</p>
<figure style="float: right; margin: 0 0 1em 1em;"><img alt="20161010_153645__1_.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/aquarium_Joliot/.20161010_153645__1__m.jpg" /></figure>
<p><u>Hypothèses</u></p>
<p>Observations :</p>
<p>Lors de la séance suivante, les élèves ont observés l'aquarium et ses accessoires ainsi que les poissons.</p>
<p>Ils ont tentés de répondre à leurs propres questions :</p>
<p>→ Les poissons mangent des graines qu'on leur donne de temps en temps.</p>
<p>→ Ils respirent de l'air en allant mettre la tête en dehors de l'eau.</p>
<p>→ Les plus gros sont des « hommes » et les plus petits sont « des femmes ».</p>
<p>→ On achète l'aquarium tout prêt chez le vendeur et il faut ajouter les poissons.</p>
<p>→ Les objets servent à faire joli pour faire plaisir aux poissons.</p>
<p>→ C'est des petits poissons rouges.</p>
<p>→ Ils se déplacent avec leurs nageoires.</p>
<p>Réponses :</p>
<p>A partir d'une affiche avec les images qui décrivent les étapes de l'installation d'un aquarium,</p>
<p>les petits scientifiques ont pu expliquer comment il fallait procéder.</p>
<p>Ils ont également pu découvrir de différents mots : aquarium, cailloux, plante, eau, « maison , cachette », thermomètre, diffuseur de bulles et évidemment poisson.</p>
<figure style="float: left; margin: 0 1em 1em 0;"><img alt="aqua_8.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/aquarium_Joliot/.aqua_8_m.jpg" />
<figcaption> </figcaption>
</figure>
<p>Avec un autre affichage, les petits scientifiques ont réussi à donner les règles concernant l'aquarium.</p>
<p>Lors de la séance sur le vivant , ils ont décri les poissons , la/les couleurs, les parties du corps. Ils ont remarqué que la taille des poissons était différente, et que certains avaient une toute petite nageoire en plus.</p>
<p>Pour répondre à toutes leurs questions et vérifier leurs hypothèses, la maîtresse leur a lu un texte pris sur internet :</p>
<p>Recherches :</p>
<p>Le Guppy ou POECILIA RETICULATA ( mot scientifique très compliqué) est un poisson originaire de l’Amérique du sud qui a été amené en Europe au milieu du 19ème siècle. Il fut longtemps ignoré. Les aquariophiles ne lui portèrent de l’intérêt qu’à partir des années1930. Ce n’est qu’après de nombreux croisements et mutations qu’il prend les couleurs qui font sa renommée actuelle. Ces qualités de poisson facile à élever, bon reproducteur et très esthétique font de lui un poisson très prisé par les aquariophiles débutants.</p>
<p>Ce poisson est assez peu exigeant en ce qui concerne la qualité de son eau.</p>
<p>Ouf ! Tout ira bien si un jour, nous oublions de le nettoyer !<br />
Il sera cependant dans les meilleures conditions dans une eau ayant les caractéristiques suivantes :<br />
22°C à 24°C . C'est pourquoi nous avons mis un thermomètre !</p>
<figure style="float: left; margin: 0 1em 1em 0;"><img alt="couple-male-femelle-guppy-endler.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/aquarium_Joliot/.couple-male-femelle-guppy-endler_m.jpg" />
<figcaption> </figcaption>
</figure>
<p><br />
C’est un poisson très sociable qui ne peut, cependant pas être mélangé avec n’importe quel autre poisson, sous peine de se faire attaquer (ce qui entraîne sa mort ou la destruction de sa nageoire caudale). Heureusement, il s'entend très bien avec de nombreux poissons.<br />
Étant un poisson très actif, il mange beaucoup, il est d’ailleurs préférable de varier sa nourriture pour le satisfaire au mieux. Il est friand de Daphnies, d’Artémias, de Vers Tubifex ou de Larves de Moustiques séchées.</p>
<p>Il se contente aussi de nourriture achetée dans le commerce sous forme de paillettes. Tant mieux, car nous n'allons tout de même pas partir à la chasse aux larves de moustiques !</p>
<p>Pour respirer, le guppy peut aller à la surface, cependant, il est plus agréable pour eux de placer un diffuseur d'air avec des bulles pour oxygéner l'eau de l'aquarium.</p>
<p>C'est pour cela qu'ils ne vont pas à la surface de l'eau, nous avons placé un diffuseur.</p>
<p>Pour que les poissons soient épanouis, il leur faut de l'espace . Soit dans un grand aquarium, soit avec peu de poissons.</p>
<p>Mince ! Nous en avons 10 ! Nous allons en confier à d'autres classes de l'école pour qu'ils puissent aussi en profiter.</p>
<p>Nous garderons donc 2 mâles et 3 femelles.</p>
<p>Le mâle est plus petit, plus fin et plus coloré que la femelle.</p>
<p>De plus, il possède un organe mâle : le gonopode. Il est situé sous son ventre après sa nageoire.</p>
<p>Nous savons maintenant pourquoi certains étaient plus petits et avaient une toute petite nageoire en plus !</p>
<p>Lorsqu'une femelle a des petits dans sont ventre, on peut parfois observer des points noirs : il s'agit des yeux des alevins. Une fois à l'extérieur de son ventre, les petits devront être lacés dans une nurserie ou bien avoir la possibilité de se cacher dans une plante. Sinon, ils seront pris pour de la nourriture et ils seront dévorés par les adultes, même par leur mère...</p>
<p>Voilà donc l'utilité de notre plante !</p>
<p>Nous avons désormais 5 poissons dont nous avons appris pleins de choses. Nous avons donc voté pour leur donner des prénoms après les avoir bien observés pour les différencier.</p>
<p>Le mâle à le queue rouge : Némo. Le mâle à la queue jaune tachetée de noir : Maximus. La plus grande femelle à la queue jaune : Fifi. La femelle de taille moyenne à la queue jaune : Daisy. Et la petite femelle à la queue jaune : Juliette .</p>
<p>Nous avons bien travaillé et nous connaissons tellement bien notre aquarium que nous allons pouvoir en fabriquer un pour nous, aussi beau que celui de la classe.</p>
<figure style="margin: 0 auto; display: table;"><img alt="peinture.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/aquarium_Joliot/.peinture_m.jpg" />
<figure style="margin: 0 auto; display: table;"><img alt="collage.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/aquarium_Joliot/.collage_m.jpg" /></figure>
</figure>
<p>Voici les étapes de fabrication :</p>
<p>Peindre une boîte à chaussure en bleu :</p>
<p>Colorier les images des 5 poissons et du matériel présent dans l'aquarium. Les découper proprement et les coller dans sa boîte.</p>
<p>Faire des rainures, accrocher les poissons au fil de fer et accrocher ce fil à des boutons. ( fait par la maîtresse).</p>
<p>L'aquarium est terminé et les poissons peuvent êtres déplacés comme des marionnettes !!</p>
<p>Bravo aux élèves de CP !</p>
<p>Ils ont appris beaucoup de choses sur les aquariums et sur les poissons.</p>
<p>Une bonne surprise les attendait au retour des vacances : 4 petits alevins avaient vu le jour. Qui sont les heureux parents ? Il faudra attendre de voir leur couleur pour pouvoir faire de nouvelles hypothèses....</p>
<p><em>Article rédigé par C. Hubert, enseignante à l'école élémentaire Joliot Curie.</em></p>Manifeste : Pour que la campagne revienne en ville.urn:md5:885f44aabc9587aae5d815b49f9883e32016-10-14T23:57:00+02:002016-11-08T12:11:07+01:00École maternelle Paul Vaillant-couturierMaternelleSciences et technologies<p style="margin-bottom: 0cm; font-weight: normal; text-align: justify;">C'est lundi, il est 8h00 à l'école Paul Vaillant Couturier. C'est un début de semaine qui commence, pas de nuages à l'horizon. Il fait frais, signe de beau temps.<br />
Un imposant camion et sa remorque stationne dans l'enceinte du groupe scolaire. Quelques familles et fratries déposent les plus petits à la garderie du matin. Une délicate odeur de foin flotte dans l'air.<br />
Le calme apparent tranche avec le mugissement soudain qui provient de la cour maternelle.<br />
« Maman il y a une vache dans la cour » !! crie l'enfant à sa mère en l'entrainant manu militari derrière elle.</p>
<figure style="margin: 0 auto; display: table;"><img alt="IMG_0900.JPG" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/Ferme_PVC_mater/.IMG_0900_m.jpg" /></figure>
<p> </p> <p style="margin-bottom: 0cm; font-weight: normal; text-align: justify;">Dans la cour , une multitude d'enclos redessine la fonction première de ce lieu. Pleins de petits groupes s'affairent déjà autour des animaux qui se sont installés dans la maternelle. Quel plaisir de voir ainsi les adultes, les grands frères/grandes sœurs venir partager ce moment . C'est une vraie ouverture sur le quartier. Par le biais de la ferme, l'école devient un vrai lieu d'échange.<br />
Cécile et Daniel , les deux fermiers qui présentent la ferme connaissent bien Bagneux.<br />
L'année dernière , ils se sont installés à l'école Wallon (<a class="ref-post" href="http://blog.ac-versailles.fr/ienbagneux/index.php/post/14/03/2016/La-ferme-%C3%A0-l-%C3%A9cole-maternelle-Henri-Wallon">cf billet du 14/03/16</a>). Ils prennent d'autant plus plaisir à venir dans nos quartiers où la plupart des enfants n'ont jamais vu en vrai un âne, une chèvre, un veau, un cochon, un dindon etc... .</p>
<figure style="margin: 0 auto; display: table;"><img alt="IMG_0662.JPG" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/2016-2017/Ferme_PVC_mater/.IMG_0662_m.jpg" /></figure>
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<p style="margin-bottom: 0cm; font-weight: normal">Enfin , nos contes traditionnels mettant en scène tous ces animaux prennent sens devant ce spectacle champêtre.<br />
L'histoire des trois petits cochons, la poule rousse, la chèvre et les 7 biquets etc … s'ancrent dans une réalité tangible pour nos élèves .<br />
Ils peuvent enfin toucher du doigt l'élément cochon, l'élément chèvre qu'ils nourrissent, et qui en retour nourrit les premiers imaginaires collectifs de nos jeunes élèves, cette première culture littéraire issue de nos campagnes.<br />
Lors de l'interview de Cécile, la fermière, des questions très pertinentes des élèves de GS ont surgi mettant en lien les lois de Mendel sur les principes d'hérédité, et la couleur de l'agneau tout noir et de ses deux parents blancs ( <a href="http://scolawebtv.crdp-versailles.fr/?id=14149">à écouter sur la radio de l'école</a>).<br />
Toutes ces multiples expériences qui viennent enrichir nos élèves dépassent le cadre scolaire, elles enrichissent le vivre ensemble des adultes et par conséquent celui des enfants autour d'un même intérêt, d'une même préoccupation : celui du rapport au vivant .</p>
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<p>C’est par là même un excellent moyen de construire la personne et le citoyen par l’apprentissage du respect d’autrui, de son travail, et par la responsabilisation de l’enfant face à l’environnement.<br />
C'est vers les années 20 que M. Montessori, pédagogue de renom rappelle l'importance et les bénéfices de l'introduction de l'animal dans le cadre scolaire .<br />
L'animal est un formidable support pour l'apprentissage de la biologie, il permet de mettre en perspective pour ces jeunes élèves l'évolution et les liens qui existent entre l'homme et l'animal. D'autre part, il participe à un sentiment de sécurité qui améliore l'adaptation au milieu scolaire.<br />
Il apparaît comme un élément structurant, source d’apprentissage, facilitateur de maturation psycho affective,facteur de canalisation des pulsions agressives.<br />
De plus, l’animal devient médiateur, en participant à l’apaisement et à la régulation des tensions et en étant une source de discussions pouvant débloquer des situations où le dialogue a disparu.<br />
Enfin,l’animal apparaît comme un substitut affectif idéal s’opposant au repli sur soi.</p>
<p>Voilà pourquoi cette requête n'est pas un vain mot, il faut que la campagne revienne en ville, et dans les écoles pour qu'ensemble nous redéfinissions une citoyenneté active construite à partir d'un vivre ensemble qui prenne sens depuis le plus jeune âge.</p>
<p><em>Article rédigé par le directeur de l'école maternelle Paul Vaillant Couturier</em></p>Jolie eau à Joliot !urn:md5:36e11f2bca0b9d38763fed6a623a5fc32016-06-16T08:34:00+02:002016-09-08T07:55:47+02:00École maternelle Joliot-CurieSciences et technologiesÉvènements<p>Le samedi 28 mai, parents et enfants étaient conviés à participer à des ateliers scientifiques et artistiques sur le thème de l'eau.<o:p></o:p></p>
<p>Une matinée conviviale pleine de découvertes pour les élèves, les parents et les enseignants. À cette occasion, les parents ont réalisé un buffet petit déjeuner que tous ont apprécié.<o:p></o:p></p>
<p>Le parcours d'ateliers pédagogiques a permis aux élèves d’appréhender l'eau à travers des expériences, des observations, des manipulations artistiques, des jeux, des livres...</p>
<figure style="margin: 0 auto; display: table;"><img alt="IMG_2667.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2667_m.jpg" />
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<p style="margin-bottom: 0.0001pt; text-align: justify;"><span style="font-size:12.0pt;font-family:Helvetica"><o:p></o:p></span></p> <p style="text-align: justify;">Parents et enfants ont pu partager leurs découvertes et échanger grâce aux ateliers suivants :</p>
<ul>
<li style="text-align: justify;">Miscible / soluble : effectuer des mélanges et observer ce qui est soluble, miscible dans l'eau</li>
<li style="text-align: justify;">Bataille navale : faire couler un bateau avec un pistolet à eau</li>
<li style="text-align: justify;">encre et eau : observer des gouttes d'encre qui tombent dans l'eau / observer la diffusion de l'encre sur une feuille mouillée</li>
<li style="text-align: justify;">la course aux éponges : transporter de l'eau avec une éponge</li>
<li style="text-align: justify;">le pot qui flotte : remplir un récipient et s'arrêter avant qu'il ne coule</li>
<li style="text-align: justify;">la gouttière : l'eau qui coule et déplace des objets</li>
<li style="text-align: justify;">fabriquer des bateaux en papier</li>
<li style="text-align: justify;">transvasement d'eau avec des récipients et moulins à eau</li>
<li style="text-align: justify;">faire des bulles dans l'eau et dans l'air</li>
<li style="text-align: justify;">regarder des livres sur le thème de l'eau</li>
<li style="text-align: justify;">flotte /coule </li>
</ul>
<p style="text-align: justify;">Ces moments de partage permettent de nombreux échanges dans un contexte particulier, autant de facteurs contribuant à renforcer la communication entre école et familles et par conséquent la réussite des élèves.</p>
<p style="text-align: justify;">De l’avis de tous : une matinée très réussie !</p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><em>L'équipe enseignante</em></p>
<p style="text-align: justify;"><em>
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<ul class="galleryinsert" style="padding-left:0px">
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2656.jpg" class="dbg1442870942" title="Jolie eau à Joiot 1"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2656_sq.jpg" alt="" title="Jolie eau à Joiot 1"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2657.jpg" class="dbg1442870942" title="Jolie eau à Joiot 2"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2657_sq.jpg" alt="" title="Jolie eau à Joiot 2"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2658.jpg" class="dbg1442870942" title="Jolie eau à Joiot 3"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2658_sq.jpg" alt="" title="Jolie eau à Joiot 3"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2659.jpg" class="dbg1442870942" title="Jolie eau à Joiot 4"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2659_sq.jpg" alt="" title="Jolie eau à Joiot 4"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2662.jpg" class="dbg1442870942" title="Jolie eau à Joiot 5"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2662_sq.jpg" alt="" title="Jolie eau à Joiot 5"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2663.jpg" class="dbg1442870942" title="Jolie eau à Joiot 6"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2663_sq.jpg" alt="" title="Jolie eau à Joiot 6"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2664.jpg" class="dbg1442870942" title="Jolie eau à Joiot 7"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2664_sq.jpg" alt="" title="Jolie eau à Joiot 7"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2667.jpg" class="dbg1442870942" title=""><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2667_sq.jpg" alt="" title=""/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2668.jpg" class="dbg1442870942" title="Jolie eau à Joiot 8"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2668_sq.jpg" alt="" title="Jolie eau à Joiot 8"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2670.jpg" class="dbg1442870942" title="Jolie eau à Joiot 9"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2670_sq.jpg" alt="" title="Jolie eau à Joiot 9"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2677.jpg" class="dbg1442870942" title="Jolie eau à Joiot 10"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2677_sq.jpg" alt="" title="Jolie eau à Joiot 10"/></a></li>
<li><a href="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/IMG_2680.jpg" class="dbg1442870942" title="Jolie eau à Joiot 11"><img src="http://blog.ac-versailles.fr/ienbagneux/public/Fete_de_l_eau_a_joliot/.IMG_2680_sq.jpg" alt="" title="Jolie eau à Joiot 11"/></a></li>
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</em></p>Les petites bêtes du jardin de l’école et son potagerurn:md5:e040dc735a37096d455c997738278b042016-06-05T20:52:00+02:002016-09-08T08:30:07+02:00École maternelle Marcel CachinEnseignement Moral et CiviqueFrançaisMaternelleSciences et technologies<p>À la maternelle Marcel Cachin, comme ailleurs, les enfants aiment arracher les fleurs des espaces verts de l’école, « jouer » avec les petites bêtes attrapées dans la cour de récréation.<o:p></o:p></p>
<p>Combien de fois, il a fallu leur expliquer le respect de ce monde animal et végétal qui les entoure.<o:p></o:p></p>
<p>Alors, cette année, l’équipe enseignante a décidé que le plus efficace serait de faire travailler les élèves à un projet commun de la TPS à la GS avec pour objectif la découverte, l’observation et la connaissance des différents milieux de leur environnement proche : le monde animal et le monde végétal de l’école. Et à travers ce travail de connaissance, les enfants, très investis dans ce projet, ont appris petit à petit à respecter l’environnement.</p>
<figure style="margin: 0 auto; display: table;"><img alt="IMG_1049.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/Petites_betes_a_Cachin_mater/.IMG_1049_m.jpg" />
<figcaption> </figcaption>
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<p> </p> <p>Tout d’abord, il a fallu ré-exploiter le jardin de l’école. Heureusement, les élèves de la section horticole du collège Romain Rolland ont bien aidé les élèves de maternelle. Ils ont préparé le terrain pour y planter légumes, aromates, fleurs et fruits.<o:p></o:p></p>
<p>Curieux que sont les enfants de maternelle, ils sont allés au collège visiter la serre, regarder le travail des collégiens, planter avec eux.<o:p></o:p></p>
<p>A l’école, beaucoup d’activités ont été l’occasion de rappeler le respect de l’environnement : utilisation d’un composteur, élevage d’escargots et de chenilles, observation et reconnaissance des insectes trouvés dans la cour et le jardin, plantations dans les classes, exploitation du potager. <o:p></o:p></p>
<p>Par la prise de photos, la réalisation d’album, de petits films, d’affiches, la lecture d’albums et de documentaires, la représentation du monde animal et végétal à travers des projets artistiques en classe ou avec la Maison des Arts, les enfants ont pu admirer et faire admirer le résultat de leur travail.</p>
<figure style="float: left; margin: 0 1em 1em 0;"><img alt="IMG_1040.jpg" class="media" height="322" src="http://blog.ac-versailles.fr/ienbagneux/public/Petites_betes_a_Cachin_mater/.IMG_1040_m.jpg" width="395" />
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<p>Alors, lorsqu’on est satisfait de ses réussites et de ses connaissances, on aime les partager. C’est pourquoi le vendredi 27 mai, lors de la restitution du projet à l’école, les élèves de la maternelle ont invité leurs parents à participer aux ateliers qu’eux-mêmes avaient réalisés pendant l’année. <o:p></o:p></p>
<p>À travers un parcours de 11 ateliers, ils ont montré leurs connaissances à leurs parents, les invitant à goûter, sentir, retrouver les légumes, les fruits et les aromates de leur potager. Ils leur ont montré comment observer à la loupe les insectes, dessiner les petites bêtes observées, expliquer de quoi elles se nourrissent et comment elles grandissent.<o:p></o:p></p>
<p>Cet évènement a été un moment très riche d’échanges entre enfants et parents. Mais il a surtout permis aux parents d’observer leurs enfants en activité, d’évaluer leur investissement dans les activités scolaires et de mieux comprendre les apprentissages développés à l’école maternelle.</p>
<p>Article rédigé par N. Dehon</p>Un élevage en CE2 à l'école Maurice Thorezurn:md5:c5b2c11dd829bf39f095d4d7f0b2b95a2016-05-23T21:11:00+02:002016-09-06T09:54:06+02:00École élémentaire Maurice ThorezSciences et technologies<p style="text-align: justify;">Les sciences expérimentales et les technologies ont pour objectif de comprendre et de décrire le monde réel, celui de la nature et celui construit par l'Homme, d'agir sur lui, et de maîtriser les changements induits par l'activité humaine. Leur étude contribue à faire saisir aux élèves la distinction entre faits et hypothèses vérifiables d'une part, opinions et croyances d'autre part.</p>
<p style="text-align: justify;">Observation, questionnement, expérimentation et argumentation pratiqués ; les connaissances et les compétences sont acquises dans le cadre d'une démarche d'investigation qui développe la curiosité, la créativité, l'esprit critique et l'intérêt pour le progrès scientifique et technique.</p>
<figure style="margin: 0 auto; display: table;"><img alt="FIN_L4.jpg" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/Elevage_Thorez/.FIN_L4_m.jpg" />
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<p> </p> <p style="text-align: justify;">Même si l’observation d’animaux dans leur milieu est d’un grand intérêt, elle n’est pas toujours facile à réaliser (déplacement des élèves d’écoles urbaines, coûts, saisons, etc.) et elle ne permet, ni d’observer un animal depuis la naissance jusqu’à la mort, ni d’expérimenter. C’est pourquoi les élevages à l’école sont aussi très utiles, d’autant que les élèves sont généralement motivés par la présence d’animaux en classe. En outre, il est plus facile de les sensibiliser aux manifestations de la vie à partir d’observations sur des élevages à l’entretien desquels ils participent et les situations qu’on y observe peuvent aisément servir de point de départ au questionnement scientifique.</p>
<p style="text-align: justify;">En ce sens, les élèves de CE2 A de l’école élémentaire Maurice Thorez ont mis en place un élevage de chenille Bombyx Eri.</p>
<p style="text-align: justify;">En CE2, les élèves ont un accès plus aisé aux savoirs grâce à leurs compétences en lecture et en mathématiques. Ils acquièrent des repères dans le temps et l'espace, des connaissances sur le monde et maîtrisent le vocabulaire spécifique correspondant. Ils dépassent leurs représentations initiales en observant et en manipulant.</p>
<p style="text-align: justify;">Les élèves repèrent des caractéristiques du vivant : naissance, croissance et reproduction ; nutrition et régimes alimentaires des animaux.</p>
<p style="text-align: justify;">Ils apprennent quelques règles d'hygiène et de sécurité personnelles et collectives.</p>
<p style="text-align: justify;">Ils comprennent les interactions entre les êtres vivants et leur environnement et ils apprennent à respecter l'environnement.</p>
<p style="text-align: justify;">Le numérique a tenu une place importante dans ce projet à plusieurs niveaux. Pendant l’observation et l’expérimentation avec l’utilisation d’un microscope numérique, la projection de photos et vidéos mais aussi pour la restitution puisque les élèves ont réalisé un livret numérique que vous trouverez <a href="http://blog.ac-versailles.fr/ienbagneux/public/Elevage_Thorez/index.html">ici</a>.</p>
<p style="text-align: justify;">Article co-écrit par S. Mezine et S. Greco</p>Ombre et lumière à la maternelle Chateaubrianturn:md5:0b73e5cbe0e965cdc5210cc287ede8cc2016-04-01T00:30:00+02:002016-11-28T08:55:56+01:00Sébastien GRECOMaternelleSciences et technologies<p style="text-align: justify;">Cette année, la maternelle Chateaubriant profite de la nouvelle organisation de rythmes scolaires pour faire une matinée spéciale sciences chaque mercredi.</p>
<p style="text-align: justify;">Après avoir travaillé toute une période sur le thème "Ombre et Lumière", les élèves de PS de l'école ont bénéficié d'une intervention des élèves de quatrième de Joliot-Curie, dans le cadre d'un projet inter-degré, avec la participation du professeur de sciences physiques du collège.</p>
<figure style="margin: 0 auto; display: table;"><img alt="Chat_botte_48.JPG" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/Ombre_et_lumiere/.Chat_botte_48_m.jpg" />
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<p> </p> <p style="text-align: justify;">Les collégiens ont fabriqué une animation illustrant l'histoire du Chat Botté. Ils l'ont réalisée à l'aide d'une chambre noire, de fonds fixes et de personnages sur film transparent. Ils ont ainsi réalisé un petit film en théâtre d'ombre.</p>
<p style="text-align: justify;"> </p>
<figure style="display: inline-block;margin:0 .5em .5em 0;padding: 0.5em;"><img alt="Chat_botte_39.JPG" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/Ombre_et_lumiere/.Chat_botte_39_s.jpg" />
<figure style="display: inline-block;margin:0 .5em .5em 0;padding: 0.5em;">
<figcaption> </figcaption>
</figure>
<figcaption> </figcaption>
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<p style="text-align: justify;">Après avoir visionné leur production aux PS, les collégiens ont montré le matériel qui a servi à construire le petit film et ont expliqué en montrant comment le fonctionnement du théâtre d'ombre. <img alt="Chat_botte_45.JPG" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/Ombre_et_lumiere/.Chat_botte_45_s.jpg" /></p>
<p style="text-align: justify;">Ils ont placé un fond dans la boîte, puis placé un personnage devant, allumé la lumière arrière et nos élèves ont pu découvrir la magie de l'ombre portée sur l'écran.</p>
<p style="text-align: justify;"><em>Vous pouvez voir l'animation en annexe.</em></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;">Quelques semaines plus tard, les collégiens sont revenus pour travailler avec les Moyens.</p>
<p style="text-align: justify;">En petits groupes, les moyens tirent une carte sur laquelle se trouve l'ombre d'une forme en lego. Ils doivent alors retrouver l'assemblage qui permet de d'obtenir cette ombre, le poser sur le rétroprojecteur et vérifier leur hypothèse et recommencer s'il le faut.</p>
<p style="text-align: justify;">Les collégiens ont pris leur rôle très au sérieux. Ils ont été très bienveillants avec les moyens et ont su trouver les bons questionnements pour faire parvenir chaque élève à la réussite.</p>
<p style="text-align: justify;">Un partenariat très bénéfique tant pour les élèves de maternelle qui sont en pleine démarche scientifique: hypothèse, proposition de résolution, validation, que pour les élèves du collège qui se retrouve dans le rôle du formateur (on a ainsi entendu une collégienne relancer un élève en lui disant "tu ne peux pas dire que c'est trop dur avant d'avoir essayé ! »).</p>
<p style="text-align: justify;">Les élèves de moyenne section ont ainsi pratiqué la démarche scientifique :</p>
<p style="text-align: justify;">Une phase d’observation, l’émission d’hypothèses, la réalisation d’expériences, l’observation des résultats, l’interprétation de ceux-ci et pour finir une conclusion !</p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"><em>Article co-écrit par F.Bonnet et S.Greco.</em></p>
<p style="text-align: justify;"> </p>
<p style="text-align: justify;"> </p>La ferme à l'école maternelle Henri Wallonurn:md5:17882ed905d24fda60e8217794ffe8662016-03-14T21:09:00+01:002016-11-25T10:53:06+01:00École maternelle Henri WallonMaternelleSciences et technologies<p>Cette année, les élèves des écoles maternelles Henri Wallon et Chateaubriant ont bénéficié de l’installation d’une ferme pédagogique pendant trois jours dans leur école.</p>
<p>Ce projet impulsé par la directrice de l’école maternelle Henri Wallon a été mené conjointement avec le périscolaire puisque pendant les TAP, les animateurs ont pu continuer la visite, les échanges et le travail avec d’autres entrées.</p>
<figure style="{figureStyle}"><img alt="" class="media" src="http://blog.ac-versailles.fr/ienbagneux/public/La_ferme_a_l_ecole/DSC05237.JPG" />
<figcaption> </figcaption>
</figure>
<p> </p> <p>À l’occasion de la venue de la ferme à l’école, les élèves habitués au milieu urbain ont pu avoir une première approche du milieu rural, découvrir les animaux de la ferme, les nourrir, les toucher…</p>
<p>Grâce à ces découvertes, de nombreux échanges ont pu être menés en classe lors d’ateliers de langage variés (oral, écrit, débat…).</p>
<p>En sciences, cela a permis aux élèves, à l’aide de tous leurs sens, de pouvoir découvrir le monde du vivant (visite de la ferme), identifier, nommer, ou regrouper les animaux en fonction de leurs caractéristiques (plumes, poil) de leurs modes de déplacement (avec le nombre de pattes, la présence d’ailes ou non), leurs modes de vies.</p>
<p>Ils ont aussi pu, en réalisant du beurre, explorer la matière en utilisant les actions comme malaxer, transvaser, mélanger, transformer...</p>
<p> </p>
<p><em>Vous trouverez ci-dessous, un article rédigé par la directrice de l’école maternelle Henri Wallon.</em></p>
<p> </p>
<p><em><a href="http://blog.ac-versailles.fr/ienbagneux/public/La_ferme_a_l_ecole/UN_PETIT_COIN_DE_CAMPAGNE_EN_VILLE.pdf">Un petit coin de campagne en ville</a></em></p>
<p> </p>