1-2. Obtain the derivatives (aE/aV)eN and (ap/aB)N.v from Eqs. (1-5), (1-6), and (1-12), and show that др ав/N,V В,N This result is of interest because comparison with the thermodynamic equation, ӘЕ др = т,N constant/T, as we find in Section 1-4. (Page 12.) suggests that ß -BB(N,V) (1-12) j= 1, 2, .... = = Eie-(N,V)
1-2. Obtain the derivatives (aE/aV)eN and (ap/aB)N.v from Eqs. (1-5), (1-6), and (1-12), and show that др ав/N,V В,N This result is of interest because comparison with the thermodynamic equation, ӘЕ др = т,N constant/T, as we find in Section 1-4. (Page 12.) suggests that ß -BB(N,V) (1-12) j= 1, 2, .... = = Eie-(N,V)
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Equation 1.5:
E(bar) = sum(Pj*Ej)
Equation 1.6:
p(bar) = sum(Pj*pj)

Transcribed Image Text:1-2. Obtain the derivatives (aE/aV)eN and (ap/aB)N.v from Eqs. (1-5),
(1-6), and (1-12), and show that
др
ав/N,V
В,N
This result is of interest because comparison with the thermodynamic equation,
ӘЕ
др
=
т,N
constant/T, as we find in Section 1-4. (Page 12.)
suggests that ß

Transcribed Image Text:-BB(N,V)
(1-12)
j= 1, 2, ....
=
=
Eie-(N,V)
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