Thermodynamics: An Engineering Approach 8th Edition

Published by McGraw-Hill Education
ISBN 10: 0-07339-817-9
ISBN 13: 978-0-07339-817-4

Chapter 9 - Gas Power Cycles - Problems - Page 540: 9-41

Answer

See explanation

Work Step by Step

During a polytropic process, $$ \begin{aligned} P v^n & =\text { constant } \\ T P^{(n-1) / n} & =\text { constant } \end{aligned} $$ and for an isentropic process, $$ \begin{aligned} P V^k & =\text { constant } \\ T P^{(k-1) / k} & =\text { constant } \end{aligned} $$ If heat is lost during the expansion of the gas, $$ T_4>T_{4 x} $$ where $T_4$ is the temperature that would occur if the expansion were reversible and adiabatic (n=k). This can only occur when $$ n \leq k $$
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