Thanks for your help. I still get to a similar problem unfortunately. I get to here:
(ds/dT)vdT/dv + (ds/dv)T = (du/dv)T1/T + p/T
How do I get ride of the (ds/dT)vdT/dv term?
Many thanks!
Homework Statement
Show that (du/dv)T = T(dp/dt)v - p
Homework Equations
Using Tds = du + pdv and a Maxwell relation
The Attempt at a Solution
I've solved the problem, but I'm not entirely sure my method is correct.
Tds = du + pdv ---> du = Tds - Pdv
- Using dF=(dF/dx)ydx +(dF/dy)xdy...