Sample problem 2: Difference between revisions
Jump to navigation
Jump to search
(New page: ''Suppose the Hamiltonian of a rigid rotator in the magnetic field perpendicular to the axis is of the form(Merzbacher 1970, problem 17-1)'' == '''<math>H=AL^2+BL_{z}+CL_{y}</math>''' ==) |
|||
| Line 1: | Line 1: | ||
''Suppose the Hamiltonian of a rigid rotator in the magnetic field perpendicular to the axis is of the form(Merzbacher 1970, problem 17-1)'' | ''Suppose the Hamiltonian of a rigid rotator in the magnetic field perpendicular to the axis is of the form(Merzbacher 1970, problem 17-1)'' | ||
== '''<math>H=AL^2+BL_{z}+CL_{y}</math>''' == | == '''<math>H=AL^2+BL_{z}+CL_{y}</math>''' == | ||
'''if terms quadratic in the field are neglected. Assuming B, use Pertubation to the lowest nonvanishing order to get approximate energy eigenvalues''' | |||
Revision as of 00:02, 22 April 2010
Suppose the Hamiltonian of a rigid rotator in the magnetic field perpendicular to the axis is of the form(Merzbacher 1970, problem 17-1)
if terms quadratic in the field are neglected. Assuming B, use Pertubation to the lowest nonvanishing order to get approximate energy eigenvalues