For a homogeneous (single-phase) simple pure substance,
Chapter 12, Problem 86P(choose chapter or problem)
12-86 For a homogeneous (single-phase) simple pure substance, the pressure and temperature are independent properties, and any property can be expressed as a function of these two properties. Taking \(v=v(P, T)\), show the change in specific volume can be expressed in terms of the volume expansivity \(\beta \) and isothermal compressibility \(\alpha\) as
\(\frac{d v}{v}=\beta d T=\alpha d P\)
Equation Transcription:
Text Transcription:
v=v(P, T)
\beta
\alpha
\frac{d v v=\beta d T=\alpha d P
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