3 Filling an air tankA well-insulated air storage tank initially contains 0.03 kg of air at 320 K and 130 kPa. Thetank is connected to a valve in order to charge the tank, as shown in Fig. 2. The valve isopened, allowing supply air at 2 MPa and 680 K to enter the tank. When the pressure ofthe air in the tank has reached 500 kPa, the valve is closed. Take C₂ = 1.005 kJ/kgK, C₂:0.718 kJ/kgK, Te = 132 K, and P = 3.77 MPa.=(a)(b)(c)In this problem, we will assume air behaves like an ideal gas. Justify thisunder the specified conditions.Assuming constant specific heat capacities, find the final temperature of theair in the tank.Hence, calculate the entropy generated by this process by assuming constantspecific heat capacities.PlineTline= 2 MPa: 680 K=Valvem₁=0.03 kg airT₁ = 320 KP₁ = 130 kPaPfinal== 500 kPa

Answered: Image /qna-images/answer/f86fc0e3-b6c2-4d14-9850-cddca9d736ef.jpg

vell-insulated air storage tank initially contains 0.03 kg of air at 320 K and 130 kPa. The k is connected to a valve in order to charge the tank, as shown in Fig. 2. The valve is ened, allowing supply air at 2 MPa and 680 K to enter the tank. When the pressure of air in the tank has reached 500 kPa, the valve is closed. Take Cp = 1.005 kJ/kgK, C₂ = 18 kJ/kgK, Tc = 132 K, and Pc = 3.77 MPa. In this problem, we will assume air behaves like an ideal gas. Justify this under the specified conditions. Assuming constant specific heat capacities, find the final temperature of the air in the tank. Hence, calculate the entropy generated by this process by assuming constant specific heat capacities. Pir = 2 MPa line Tline = 680 K Valve m₁=0.03 kg air T₁ = 320 K P₁ = 130 kPa Pfinal = 500 kPa

vell-insulated air storage tank initially contains 0.03 kg of air at 320 K and 130 kPa. The k is connected to a valve in order to charge the tank, as shown in Fig. 2. The valve is ened, allowing supply air at 2 MPa and 680 K to enter the tank. When the pressure of air in the tank has reached 500 kPa, the valve is closed. Take Cp = 1.005 kJ/kgK, C₂ = 18 kJ/kgK, Tc = 132 K, and Pc = 3.77 MPa. In this problem, we will assume air behaves like an ideal gas. Justify this under the specified conditions. Assuming constant specific heat capacities, find the final temperature of the air in the tank. Hence, calculate the entropy generated by this process by assuming constant specific heat capacities. Pir = 2 MPa line Tline = 680 K Valve m₁=0.03 kg air T₁ = 320 K P₁ = 130 kPa Pfinal = 500 kPa

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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