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17.6 kg of water is kept in a piston cylinder device initially at 700 °C The piston is compressed at a constant pressure so that the wate- has a final density 44.84 kg/m3 and final temperature 130 °C. Determine the pressure of the process in MPa, quality of the final mixture, and the change in internal energy for the entire process. Pressure rounded to the nearest 10th: P= 0.8 MPa) MPa (for example, if your final pressure is 792.18 kPa, then your answer would be

17.6 kg of water is kept in a piston cylinder device initially at 700 °C The piston is compressed at a constant pressure so that the wate- has a final density 44.84 kg/m3 and final temperature 130 °C. Determine the pressure of the process in MPa, quality of the final mixture, and the change in internal energy for the entire process. Pressure rounded to the nearest 10th: P= 0.8 MPa) MPa (for example, if your final pressure is 792.18 kPa, then your answer would be

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17.6 kg of water is kept in a piston cylinder device initially at 700 °C. The piston is compressed at a constant pressure so that the water has a final density 44.84 kg/m3 and final temperature 130 °C. Determine the pressure of the process in MPa, quality of the final mixture, and the change in internal energy for the entire process. Pressure rounded to the nearest 10th: P= MPa (for example, if your final pressure is 792.18 kPa, then your answer would be 0.8 MPa) Quality in percent: x2= Change in specific internal energy: Au = |KJ/kg
Transcribed Image Text:17.6 kg of water is kept in a piston cylinder device initially at 700 °C. The piston is compressed at a constant pressure so that the water has a final density 44.84 kg/m3 and final temperature 130 °C. Determine the pressure of the process in MPa, quality of the final mixture, and the change in internal energy for the entire process. Pressure rounded to the nearest 10th: P= MPa (for example, if your final pressure is 792.18 kPa, then your answer would be 0.8 MPa) Quality in percent: x2= Change in specific internal energy: Au = |KJ/kg
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