Abstract
The deuteron theory is renewed and completed for non-local Hamiltonians. A method to calculate deuteron wave functions is given. The formula for the current density and the magnetic dipole moment of a non-local potential is derived, and applied to the GCT, GT, and HJ-potential. The effects of a unitary transformation on the deuteron data — electric quadrupole moment, magnetic dipole moment, and radius — are shown. For the numerical calculations the Ristig-Kistler transformation and the HJ-potential were used. It is shown that an overall fit cannot be reached.
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This is an abbreviated paper. Many statements made here are fully discussed in the original paper, which can be obtained from the authors.
The authors wish to thank Prof. P. Mittelstaedt for his guidance and cooperation in this work.
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Drope, E., Lommer, C. The deuteron and its magnetic moment the effects of non-local nuclear forces and of unitary transformations. Z. Physik 232, 348–355 (1970). https://doi.org/10.1007/BF01395386
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DOI: https://doi.org/10.1007/BF01395386