myb821
Oct20-10, 08:58 AM
1. The problem statement, all variables and given/known data
H=(J1^2+J2^2)2A+J3^2/2B where J1,2,3 are the angular momentum operators and A and B are just numbers
2. Relevant equations
3. The attempt at a solution
I rewrote the Hamiltonian as (J^2-Jz^2)/2A + J3^2/2B and got the eigenvalues to be (h^2L(l+1)-h^2m^2)/2A+h^2m^2/2B but i dont know how to find the eigenstates of this hamiltonian help
H=(J1^2+J2^2)2A+J3^2/2B where J1,2,3 are the angular momentum operators and A and B are just numbers
2. Relevant equations
3. The attempt at a solution
I rewrote the Hamiltonian as (J^2-Jz^2)/2A + J3^2/2B and got the eigenvalues to be (h^2L(l+1)-h^2m^2)/2A+h^2m^2/2B but i dont know how to find the eigenstates of this hamiltonian help