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AbstractAbstract
[en] In the scattering of composite particles there exist states of relative motion of the composites which are not allowed when one imposes the requirements of the Pauli principle. In this work we show how such redundant states may be identified and how the scattering solutions may be made orthogonal to these states. The strong repulsive forces existing between the composites may be understood in this context. We discuss the role of the redundant solutions in the resonating group method, using the calculation of (3N-3N) scattering as an example, and also comment on the nucleon-nucleon scattering problem
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Record Type
Journal Article
Journal
Phys. Rev., C; v. 11(3); p. 756-759
Country of publication
ANALYTICAL SOLUTION, CLUSTER MODEL, HEAVY ION REACTIONS, HELIUM 3, HELIUM 3 REACTIONS, NUCLEAR FORCES, NUCLEAR REACTION KINETICS, NUCLEON-NUCLEON INTERACTIONS, NUCLEON-NUCLEON POTENTIAL, PAULI PRINCIPLE, PHASE SHIFT, QUARK MODEL, RESONATING-GROUP METHOD, SCATTERING, TRITIUM, TRITON REACTIONS, WAVE FUNCTIONS
BARYON-BARYON INTERACTIONS, BETA DECAY RADIOISOTOPES, BETA-MINUS DECAY RADIOISOTOPES, COMPOSITE MODELS, EVEN-ODD NUCLEI, FUNCTIONS, HADRON-HADRON INTERACTIONS, HELIUM ISOTOPES, HYDROGEN ISOTOPES, INTERACTIONS, ISOTOPES, KINETICS, LIGHT NUCLEI, MATHEMATICAL MODELS, NUCLEAR MODELS, NUCLEAR REACTIONS, NUCLEI, ODD-EVEN NUCLEI, PARTICLE INTERACTIONS, PARTICLE MODELS, RADIOISOTOPES, REACTION KINETICS, STABLE ISOTOPES, VARIATIONAL METHODS, YEARS LIVING RADIOISOTOPES
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