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VOLUME 34 (1981) | ISSUE 5 | PAGE 278
Approximate motion intergal for a hydrogen atom in a magnetic field
It is Shown that the Schrodinger equation for highly excited states of a hydrogen atom in a magnetic field Η allows a separation of variables (within an accuracy of H4) in elliptical-cylindrical coordinates on a sphere in a four-dimensional momentum space. A new classification and approximate selection rules are proposed for these states.