Loi de Charles avec un Ballon
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Mesure des variations de volume d'un gaz avec la température
Objectif
Démontrer la loi de Charles en mesurant la circonférence d'un ballon rempli d'air à différentes températures.
Contexte
Charles's law states that at constant pressure, the volume of a gas is directly proportional to its absolute temperature (Kelvin). By heating and cooling a balloon and measuring its size, the linear relationship between V and T can be confirmed.
Avertissements de sécurité
- Handle hot water carefully
- Do not use boiling water directly on the balloon
EPI requis
Matériaux
-
Latex balloons (3)Same size
-
String (1 m)For measuring circumference
-
Ice (1 kg)
-
Hot water (2 L)Various temperatures
Équipement
Procédure
Inflate a balloon to a moderate size and tie it off. Measure its circumference at room temperature with string.
Prepare three water baths: ice water (~5°C), room temperature (~22°C), and hot water (~60°C).
Submerge the balloon in ice water for 5 minutes. Remove and quickly measure circumference. Record temperature.
Return the balloon to room temperature water for 5 minutes. Measure circumference.
Submerge in hot water for 5 minutes. Measure circumference. Record temperature.
Convert temperatures to Kelvin. Plot V (proportional to circumference³) vs T(K). Extrapolate to find absolute zero.
Résultats attendus
The balloon should be visibly smaller in ice water and larger in hot water. Plotting estimated volume vs absolute temperature should give a straight line. Extrapolating to zero volume should approximate -273°C (absolute zero).
Nettoyage
Drain water baths. Pop and dispose of balloons. Clean up any spills.
Détails
- Catégorie
- Gas Laws
- Difficulté
- Beginner (Middle School)
- Durée
- 30 min
- Coût estimé
- $5,00
- Étapes
- 6
- Matériaux
- 4