@Divya
Please give my thanks to your father.
@Jagdish. Yes, I saw that from Divya's father's post. The critical part was applying the Leibniz Integral Rule FIRST. Then you can apply the substitution. This was what I was doing wrong. The results must be equivalent but only this method...
Hi Kreil,
Thanks for the response.
Yes, I did try the Leibniz rule earlier but it seemed to get even messier, unless I am applying it incorrectly (in which case please point it out). Here is what I got;
\frac {\partial}{\partial T} \int_0^{\frac {\theta_D}{T}} f(x,T)dx =
\int_0^{\frac...
Homework Statement
Hello everyone!
I'm using the text:
"Elements of Solid State Physics - JP Srivastava (2006)"
I have followed the argument leading up to the derivation of the Debye formula for specific heat capacity, so we now have;
C_V = \frac{9N}{\omega_D^3} \frac{\partial}{\partial T}...