?With respect to the virial expansions, Eqs. (3.33) and (3.34), show that:\( B’ = (\frac
Chapter 3, Problem 3.51(choose chapter or problem)
With respect to the virial expansions, Eqs. (3.33) and (3.34), show that:
\( B’ = (\frac {∂ Z}{∂ P})_{T, P=0}\) and \( B = (\frac {∂ Z}{∂ P})_{T, p =0}\)
where ρ ≡ 1/V.
Text Transcription:
B’ = (∂ Z / ∂ P)
B = (∂ Z / ∂ P)_T, p =0
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