Let's say I have a 2D harmonic oscillator:
Homework Statement
The potential is of course defined by: V = 1/2m(Omegax)x^2 + 1/2m(Omegay)y^2
Homework Equations
Generally when doing a harmonic oscillator we find that in two dimensions the energy is just:
(Nx+Ny+1)hbarOmega is the energy.
How...
Stumbled across an old journal a few weeks ago that suggested the equation of state for a solid could be written:
V[P,T] = Vi - (C1)P + (C2)T
with an internal energy:
U[P,T] = (C3)T - (C2)PT
C1, C2, C3 being constants of course.
Does this make logical sense? It seems awfully...