Conceptual polytropic question

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A polytropic process is defined by the equation pV^n = constant, where both temperature and volume (or pressure) change simultaneously. It encompasses various specific processes: isobaric (n=0), isothermal (n=1), and adiabatic (n=γ). The isothermal process, where temperature remains constant, indeed results in pV being constant. Understanding these relationships helps clarify how different thermodynamic processes relate to one another. This foundational concept is crucial for solving problems in thermodynamics.
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Homework Statement


Can someone give me an explanation of a polytropic process and maybe an example? I know it obeys pvn=constant, but I can't seem to find a definition that makes this concept click in my head.
Would you consider isobaric, isothermal, and isochoric processes to be polytropic?

For isothermal I think n=1? so then pv=constant? and pv=T?

Thanks for any help!

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A polytropic process is carried out reversibly, and both the temperature and the volume (or pressure) are varied simultaneously along the process path in such a way that pvn is constant. For a constant pressure situation, n = 0, for an adiabatic situation, n = γ, and for an isothermal situation, n = 1.

Chet
 

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