A rigid tank is divided by a partition into 2 equal parts. Initially, one side of...
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A rigid tank is divided by a partition into 2 equal parts. Initially, one side of the tank has 5 kg of water at 200 kPa and 25°C, and the other side is evacuated. The partition is then removed, and the water expands into the entire tank. The water is allowed to exchange heat with its surroundings until the T in the tank returns to the initial value of 25°C. Calculate (a) the volume of the tank, (b) the final P, and (c) the heat transfer for this process. System boundary Evacuated space Partition H,0 m = 5 kg P= 200 kPa Qin T = 25°C Р. КРа 200 3.17 A rigid tank is divided by a partition into 2 equal parts. Initially, one side of the tank has 5 kg of water at 200 kPa and 25°C, and the other side is evacuated. The partition is then removed, and the water expands into the entire tank. The water is allowed to exchange heat with its surroundings until the T in the tank returns to the initial value of 25°C. Calculate (a) the volume of the tank, (b) the final P, and (c) the heat transfer for this process. System boundary Evacuated space Partition H,0 m = 5 kg P= 200 kPa Qin T = 25°C Р. КРа 200 3.17 A rigid tank is divided by a partition into 2 equal parts. Initially, one side of the tank has 5 kg of water at 200 kPa and 25°C, and the other side is evacuated. The partition is then removed, and the water expands into the entire tank. The water is allowed to exchange heat with its surroundings until the T in the tank returns to the initial value of 25°C. Calculate (a) the volume of the tank, (b) the final P, and (c) the heat transfer for this process. System boundary Evacuated space Partition H,0 m = 5 kg P= 200 kPa Qin T = 25°C Р. КРа 200 3.17 A rigid tank is divided by a partition into 2 equal parts. Initially, one side of the tank has 5 kg of water at 200 kPa and 25°C, and the other side is evacuated. The partition is then removed, and the water expands into the entire tank. The water is allowed to exchange heat with its surroundings until the T in the tank returns to the initial value of 25°C. Calculate (a) the volume of the tank, (b) the final P, and (c) the heat transfer for this process. System boundary Evacuated space Partition H,0 m = 5 kg P= 200 kPa Qin T = 25°C Р. КРа 200 3.17 A rigid tank is divided by a partition into 2 equal parts. Initially, one side of the tank has 5 kg of water at 200 kPa and 25°C, and the other side is evacuated. The partition is then removed, and the water expands into the entire tank. The water is allowed to exchange heat with its surroundings until the T in the tank returns to the initial value of 25°C. Calculate (a) the volume of the tank, (b) the final P, and (c) the heat transfer for this process. System boundary Evacuated space Partition H,0 m = 5 kg P= 200 kPa Qin T = 25°C Р. КРа 200 3.17 A rigid tank is divided by a partition into 2 equal parts. Initially, one side of the tank has 5 kg of water at 200 kPa and 25°C, and the other side is evacuated. The partition is then removed, and the water expands into the entire tank. The water is allowed to exchange heat with its surroundings until the T in the tank returns to the initial value of 25°C. Calculate (a) the volume of the tank, (b) the final P, and (c) the heat transfer for this process. System boundary Evacuated space Partition H,0 m = 5 kg P= 200 kPa Qin T = 25°C Р. КРа 200 3.17
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Thermodynamics An Engineering Approach
ISBN: 978-0073398174
8th edition
Authors: Yunus A. Cengel, Michael A. Boles
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