Q3. Consider the reversible Carnot cycle with 1.25 mol of a perfect gas with Cy = 5/2 R as the working substance. The initial isothermal expansion occurs at the hot reservoir temperature Thot = 740 K from an initial volume of 3.75 L (Va) to a volume of 12.8 L (Vb). The system then undergoes an adiabatic expansion until the temperature falls to Tcold = 310 K. The system then undergoes an isothermal compression and a subsequent adiabatic compression until the initial state (Ta = 740 K and Va = 3.75 L). (a) Calculate Vc and Vd (b) Calculate q for each step in the cycle and for the total cycle.
Q3. Consider the reversible Carnot cycle with 1.25 mol of a perfect gas with Cy = 5/2 R as the working substance. The initial isothermal expansion occurs at the hot reservoir temperature Thot = 740 K from an initial volume of 3.75 L (Va) to a volume of 12.8 L (Vb). The system then undergoes an adiabatic expansion until the temperature falls to Tcold = 310 K. The system then undergoes an isothermal compression and a subsequent adiabatic compression until the initial state (Ta = 740 K and Va = 3.75 L). (a) Calculate Vc and Vd (b) Calculate q for each step in the cycle and for the total cycle.
College Physics
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Author:Raymond A. Serway, Chris Vuille
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Transcribed Image Text:(c) Calculate AS, ASsurrounding, AStotal for each step and AStotal for the total Carnot cycle.
(d) Calculate the Carnot efficiency

Transcribed Image Text:Q3. Consider the reversible Carnot cycle with 1.25 mol of a perfect gas with Cy = 5/2 R as the
working substance. The initial isothermal expansion occurs at the hot reservoir temperature
Thot = 740 K from an initial volume of 3.75 L (Va) to a volume of 12.8 L (Vb). The system then
undergoes an adiabatic expansion until the temperature falls to Tcold = 310 K. The system then
undergoes an isothermal compression and a subsequent adiabatic compression until the initial
state (Ta = 740 K and Va = 3.75 L).
(a) Calculate V and Vd
(b) Calculate q for each step in the cycle and for the total cycle.
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