One mole of a monoatomic ideal gas initially has a volume of 24.4L at latm and 298K undergoes a cyclic process as shown in Figure 6. Process 2→3 is an adiabatic expansion and process 3→1 is an isothermal compression. Given the V3 = 138L and T2 = 596K 2 1 3 Volume Figure 6 Calculate (a) the internal energy change in the process 1→2 (b) the entropy change in the process 1→2 Pressure

Physics for Scientists and Engineers: Foundations and Connections
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Chapter21: Heat And The First Law Of Thermodynamics
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One mole of a monoatomic ideal gas initially has a volume of 24.4L at latm and 298K
undergoes a cyclic process as shown in Figure 6. Process 2→3 is an adiabatic expansion and
process 3→1 is an isothermal compression. Given the V3 = 138L and T2 = 596K
2
1
3
Volume
Figure 6
Calculate
(a) the internal energy change in the process 1>2
(b) the entropy change in the process 1→2
(c) the heat released in the process 3->1
(d) the internal energy for one complete cycle 1→2→3→1.
(e) the total work done for the entire process.
Pressure
Transcribed Image Text:One mole of a monoatomic ideal gas initially has a volume of 24.4L at latm and 298K undergoes a cyclic process as shown in Figure 6. Process 2→3 is an adiabatic expansion and process 3→1 is an isothermal compression. Given the V3 = 138L and T2 = 596K 2 1 3 Volume Figure 6 Calculate (a) the internal energy change in the process 1>2 (b) the entropy change in the process 1→2 (c) the heat released in the process 3->1 (d) the internal energy for one complete cycle 1→2→3→1. (e) the total work done for the entire process. Pressure
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