Remarks on the fermi contact interaction |
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Authors: | Štěpán Pick |
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Affiliation: | (1) J. Heyrovský Institute of Physical Chemistry and Electrochemistry, Czechoslovak Academy of Sciences, Máchova 7, 121 38 Prague 2, Czechoslovakia |
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Abstract: | It is shown by rigorous mathematical methods that the so-called Fermi contact interaction does not define any selfadjoint Hamiltonian, and the only possible form of contact interaction localized strictly at r = 0 is found. However, the Fermi contact interaction retains sense when used as a bilinear form in the perturbation theory for Dirac electrons. Some results obtained earlier by other authors are confirmed and interpreted by our analysis. |
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Keywords: | Fermi contact interaction Bilinear form Boundary (asymptotic) conditions Hydrogen atom |
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