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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 08:34] – [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|]] |
[[:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat:tp_vaporisation|TP : a quelle température l'eau bout-elle ]] | [[:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat:tp_vaporisation|TP : a quelle température l'eau bout-elle ]] |
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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:solidification_de_l_eau|TP : a quelle température l'eau se solidifie-t-elle ]] | [[:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:a_quelle_temperature_l_eau_change_t_elle_d_etat:solidification_de_l_eau|]] |
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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:fusion_de_l_eau|TP : a quelle température a lieu la fusion de l'eau ]] | |
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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:fusion_de_l_eau|]] |
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===== I. Rappels ===== | ===== I. Rappels ===== |
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{{:4eme:8e43d098a5736f4e04dbd2298b21d885.png?nolink&}} | {{:5eme:organisation_et_transformation_de_la_matiere:la_matiere_dans_tous_ses_etats:406aadabcdc61f8513e4a54fa3a2ea9f.png}} |
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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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