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AbstractAbstract
[en] A theory of pairing in weakly bound nuclei is presented. The nucleus is treated as a three-body system consisting of two interacting nucleons together with a structureless core. The pairing interaction is modelled by a density-dependent contact interaction. It is constrained to the free nucleon interaction at low density. Numerically, the Hamiltonian equation is solved by a two-particle Green's function method in coordinate space. Given the single particle resonance energy of 10Li, the theory reproduces the marginal binding of 11Li. The large electric dipole stength in 11Li found experimentally is also accounted for. The nucleus 14Be is also found to be bound. copyright 1991 Academic Press, Inc
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BERYLLIUM 14, BINDING ENERGY, BOUND STATE, GREEN FUNCTION, GROUND STATES, HAMILTONIAN FUNCTION, LITHIUM 10, LITHIUM 11, MATRIX ELEMENTS, MILLISEC LIVING RADIOISOTOPES, NEUTRON DENSITY, NUCLEAR CORES, NUCLEAR MODELS, NUCLEON-NUCLEON INTERACTIONS, PAIRING INTERACTIONS, SHELL MODELS, THREE-BODY PROBLEM, TWO-BODY PROBLEM, WAVE FUNCTIONS
BARYON-BARYON INTERACTIONS, BERYLLIUM ISOTOPES, BETA DECAY RADIOISOTOPES, BETA-MINUS DECAY RADIOISOTOPES, ENERGY, ENERGY LEVELS, EVEN-EVEN NUCLEI, FUNCTIONS, HADRON-HADRON INTERACTIONS, INTERACTIONS, ISOTOPES, LIGHT NUCLEI, LITHIUM ISOTOPES, MANY-BODY PROBLEM, MATHEMATICAL MODELS, NUCLEI, ODD-EVEN NUCLEI, ODD-ODD NUCLEI, PARTICLE INTERACTIONS, RADIOISOTOPES
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