- #1
indie452
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For the operator L(z) = -i[STRIKE]h[/STRIKE][d/d(phi)]
phi = azimuthal angle
1) write the general form of the eigenfunctions and the eigenvalues.
2) a particle has azimuthal wave function PHI = A*cos(phi)
what are the possible results of a measurement of the observable L(z) and what is the probability of each.
this is a past paper qu I am doing for revision
i think 1) is = A*R(r)*sin(theta)exp[i*phi] and the eigenvalue is [STRIKE]h[/STRIKE]
phi = azimuthal angle
1) write the general form of the eigenfunctions and the eigenvalues.
2) a particle has azimuthal wave function PHI = A*cos(phi)
what are the possible results of a measurement of the observable L(z) and what is the probability of each.
this is a past paper qu I am doing for revision
i think 1) is = A*R(r)*sin(theta)exp[i*phi] and the eigenvalue is [STRIKE]h[/STRIKE]