- #1

Cleo

- 3

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- Homework Statement
- Im asked to find the phase space volume of an ideal system of N particles with hamiltonian

H=∑[(pxi^2+pyi^2+pzi^2)/2m+a(xi)^2+b(yi)^2+mgzi] (sum between i=1 and i=N).

- Relevant Equations
- Volume of phase space=∫dq1...dqfdp1...dpf θ[E-H] with qi and pi vectors qi=(xi,yi,zi) and pi=(pxi,pyi,pzi).

I don't know how to solve that integral, and to calculate the number of microstates first, then aply convolution and then integrate to find the volume of the phase space seems to be more complicated. Any clue on how to solve this? Thank you very much.