Prove that (C_{P}-C_{V}=frac{T V beta^{2}}{alpha}) where [ alpha=text { Isothermal compressibility } ] [ begin{equation*} beta=text {

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Prove that $C_{P}-C_{V}=\frac{T V \beta^{2}}{\alpha}$

where

\[ \alpha=\text { Isothermal compressibility } \]

\[ \begin{equation*} \beta=\text { Volume expansivity } \tag{WBUT,2007} \end{equation*} \]

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Introduction To Chemical Engineering Thermodynamics

ISBN: 9788120348974

2nd Edition

Authors: HALDER

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Question Posted: May 02, 2024 01:43 AM

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Prove that (C_{P}-C_{V}=frac{T V beta^{2}}{alpha}) where [ alpha=text { Isothermal compressibility } ] [ begin{equation*} beta=text {

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Isothermal compressibility alphafrac1Vleftfracpartial Vpartial P igh...View the full answer

Introduction To Chemical Engineering Thermodynamics

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