1.7 Take U = U (T, P) and V = V (T, P). a. Show that - ),+"(),•[), +*(),]# OP ƏT OP dT b. Show that this result implies another set of thermodynamic identities Cp = ƏT (Cp – Cy) + PBV. +P OP
1.7 Take U = U (T, P) and V = V (T, P). a. Show that - ),+"(),•[), +*(),]# OP ƏT OP dT b. Show that this result implies another set of thermodynamic identities Cp = ƏT (Cp – Cy) + PBV. +P OP
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Take U = U(T, P) and V = V (T, P)
![1.7 Take U = U(T, P) and V = V (T, P).
a. Show that
đQ
dT
dP
+P
ƏT
+P
dT
b. Show that this result implies another set of thermodynamic identities
(),
+ P
ƏT
(),
:-2 (Cp - Cv) + PBV .
Cp =
OP
T](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ffd390523-7af4-424d-9873-73034fefcf05%2F8f0f16a2-caaf-4dcc-beed-a8f37f21c4ea%2Fgpusojq_processed.jpeg&w=3840&q=75)
Transcribed Image Text:1.7 Take U = U(T, P) and V = V (T, P).
a. Show that
đQ
dT
dP
+P
ƏT
+P
dT
b. Show that this result implies another set of thermodynamic identities
(),
+ P
ƏT
(),
:-2 (Cp - Cv) + PBV .
Cp =
OP
T
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