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The efficiency of the Carnot cycle in the clockwise direction, when it acts as a steam or heat engine, 3) is: AWnet E = Aqinp
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Answer #1

For an ideal gas: \epsilon = nRT ln(V2/V1)/nRT ln(V2/V1) = 1

For real gas (van der Waal's gas): \epsilon = [nRTln{(V2-nb)/(V1-nb)} + an2{1/V2 - 1/V1}]/{nRTln{(V2-nb)/(V1-nb)} = 1 + an{1/V2 - 1/V1} / RT ln{(V2-nb)/(V1-nb)}

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