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Four moles of a diatomic ideal gas are taken through a three-process thermodynamic cycle. The gas initially has a pressure of 6.00 atm with a volume of 8.00 L (point A). The gas it then expanded adiabatically to point B where the temperature of the gas is 100 K. The pressure of the gas is then increased via an isochoric process (point C). The gas is then compressed isothermally back to its initial state. For all calculations using the ideal gas law assume that R = 0.08 For any calculations of work, heat, internal energy, or entropy use R = 8.0 mol-K L-atm mol-K a. Compute all unknown pressures, temperatures, and volumes and organize them into a table. b. Find the work done going from point B to point C? c. What is the heat added to the system going from C to A?

Four moles of a diatomic ideal gas are taken through a three-process thermodynamic cycle. The gas initially has a pressure of 6.00 atm with a volume of 8.00 L (point A). The gas it then expanded adiabatically to point B where the temperature of the gas is 100 K. The pressure of the gas is then increased via an isochoric process (point C). The gas is then compressed isothermally back to its initial state. For all calculations using the ideal gas law assume that R = 0.08 For any calculations of work, heat, internal energy, or entropy use R = 8.0 mol-K L-atm mol-K a. Compute all unknown pressures, temperatures, and volumes and organize them into a table. b. Find the work done going from point B to point C? c. What is the heat added to the system going from C to A?

College Physics
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
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Four moles of a diatomic ideal gas are taken through a three-process thermodynamic cycle. The gas initially has a pressure of 6.00 atm with a volume of 8.00 L (point A). The gas it then expanded adiabatically to point B where the temperature of the gas is 100 K. The pressure of the gas is then increased via an isochoric process (point C). The gas is then compressed .isothermally back to its initial state. For all calculations using the ideal gas law assume that R = 0.08 For any calculations of work, heat, internal energy, or entropy use R = 8.0 J mol-K L-atm mol K a. Compute all unknown pressures, temperatures, and volumes and organize them into a table. b. Find the work done going from point B to point C? c. What is the heat added to the system going from C to A? d. What is the change in internal energy going from A to B? e. What is the change in entropy going from C to A?
Transcribed Image Text:Four moles of a diatomic ideal gas are taken through a three-process thermodynamic cycle. The gas initially has a pressure of 6.00 atm with a volume of 8.00 L (point A). The gas it then expanded adiabatically to point B where the temperature of the gas is 100 K. The pressure of the gas is then increased via an isochoric process (point C). The gas is then compressed .isothermally back to its initial state. For all calculations using the ideal gas law assume that R = 0.08 For any calculations of work, heat, internal energy, or entropy use R = 8.0 J mol-K L-atm mol K a. Compute all unknown pressures, temperatures, and volumes and organize them into a table. b. Find the work done going from point B to point C? c. What is the heat added to the system going from C to A? d. What is the change in internal energy going from A to B? e. What is the change in entropy going from C to A?
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