70 Problem d Solution8 on Thenncdynamica €4 Statistical Mechunica
Therefore
On the other hand, we know from (a)
Qi Q
Tl T
W = -(T2 - Ti) = -dT.
Thus
or
Finally we have
( %)q = [” dT. ’1, C(T) = 9& (&)
or
where Q(T,q) is the heat that the capacitor absorbs when it is charged
from 0 to q while in contact with a heat source of constant temperature T.
- THERMODYNAMIC FUNCTIONS AND EQUILIBRIUM
CONDITIONS (1073-1105)
1073
For each of the following thermodynamic conditions, describe a system,
or class of systems (the components or range of components, temperatures,
etc.), which satisfies the condition. Confine yourself to classical, single