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Kuzmichev, V.E.; Peresypkin, V.V.
Bonn Univ. (Germany, F.R.). Physikalisches Inst1989
Bonn Univ. (Germany, F.R.). Physikalisches Inst1989
AbstractAbstract
[en] The consistent theory is developed for a calculation of a potential of the interaction of a deuteron with Coulomb field of nucleus. Its characteristics at large distances is studied. The explicit form for the deuteron-nucleus interaction at the deuteron break-up threshold is given. In the limit of a small energy for relative deuteron-nucleus motion a simple potential containing off the energy shell effects is derived and the physical nature of its constants are explained. The accuracy of a transition to polarization interaction is established. A new formula for the calculation of electric dipole polarizability for two-particle system is got. (orig.)
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Jun 1989; 26 p
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Report
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ACCURACY, BORN APPROXIMATION, COULOMB EXCITATION, COULOMB FIELD, COULOMB SCATTERING, DEUTERON REACTIONS, DEUTERONS, HAMILTONIANS, NUCLEAR POTENTIAL, NUCLEAR STRUCTURE, POLARIZABILITY, POTENTIAL SCATTERING, SCHROEDINGER EQUATION, SHELL MODELS, SPIN ORIENTATION, THREE-BODY PROBLEM, TWO-BODY PROBLEM, WAVE FUNCTIONS
BASIC INTERACTIONS, CHARGED PARTICLES, DIFFERENTIAL EQUATIONS, ELASTIC SCATTERING, ELECTRIC FIELDS, ELECTRICAL PROPERTIES, ELECTROMAGNETIC INTERACTIONS, ENERGY-LEVEL TRANSITIONS, EQUATIONS, EXCITATION, FUNCTIONS, INTERACTIONS, MANY-BODY PROBLEM, MATHEMATICAL MODELS, MATHEMATICAL OPERATORS, NUCLEAR MODELS, NUCLEAR REACTIONS, ORIENTATION, PARTIAL DIFFERENTIAL EQUATIONS, PHYSICAL PROPERTIES, POTENTIALS, QUANTUM OPERATORS, SCATTERING, WAVE EQUATIONS
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