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5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat [2019/11/14 08:36] – [VI. Pourquoi cette bouteille a éclaté ?] physix | 5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat [2021/01/20 22:44] (Version actuelle) – [VI. Pourquoi cette bouteille a éclaté ?] physix |
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====== Chapitre Ic : A quelle température l'eau change-t-elle d'état ? ====== | ====== Chapitre Ib : A quelle température l'eau change-t-elle d'état ? ====== |
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[[:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat:activite_p_62|]] | [[:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat:activite_p_62|]] |
===== I. Rappels ===== | ===== I. Rappels ===== |
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Pour mesurer la température, on utilise un thermomètre. Une des unités de température est le degrés Celsius (symbole de l'unité °C). | Pour mesurer la température, on utilise un thermomètre. Une des unités de température est le degrés Celsius (symbole de l'unité °C). |
Elle est **constante **jusqu'à ce qu'il n'y ait plus d'eau liquide.\\ | Elle est **constante **jusqu'à ce qu'il n'y ait plus d'eau liquide.\\ |
Ensuite la température **diminue **à nouveau. | Ensuite la température **diminue **à nouveau. |
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===== III. A quelle température a lieu la fusion de l'eau ? ===== | ===== III. A quelle température a lieu la fusion de l'eau ? ===== |
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La température **augmente **au début. On doit apporter de l'énergie pour que la température augmente. L'eau est à l'état liquide.\\ | La température **augmente **au début. On doit apporter de l'énergie pour que la température augmente. L'eau est à l'état liquide.\\ |
Lorsque les premières bulles de vapeur d'eau apparaissent, la température se **stabilise **à 100°C\\ | Lorsque les premières bulles de vapeur d'eau apparaissent, la température se **stabilise **à 100°C\\ |
Elle reste **constante **jusqu'à ce qu'il n'y ait plus d'eau liquide. | Elle reste **constante **jusqu'à ce qu'il n'y ait plus d'eau liquide.L'eau liquide se **vaporise **à 100°C (température d'**ébullition**). |
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L'eau liquide se **vaporise **à 100°C (température d'**ébullition**). | |
===== V. Les autres substances ===== | ===== V. Les autres substances ===== |
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{{youtube>q53Rw_anCG8}} | {{youtube>q53Rw_anCG8}} |
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===== VI. Pourquoi cette bouteille a éclaté ? ===== | ===== VI. Pourquoi cette bouteille a éclaté ? ===== |
{{:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:7e9243abbfe4e757dc733f5a94032252.png}} | {{:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:7e9243abbfe4e757dc733f5a94032252.png}} |
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