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AbstractAbstract
[en] We investigate the role of six-quark compound states in the three-nucleon bound state. The coupling of nucleons to these states provides a new mechanism for the short-range nucleon-nucleon interaction. We provide an explicit derivation of the equations of motion in the three-nucleon system. Various aspects of the interaction are investigated in detail. The energy dependence of the interaction turns out to be weak. The predicted binding energy of the three-nucleon bound state is in the same range as obtained with conventional nucleon-nucleon potentials. Details of the binding mechanism reflect the off-shell behaviour of the interaction. We study the effect of our short-range interaction on the proton momentum distribution of 3He. (orig.)
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Journal Article
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Numerical Data
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BAG MODEL, BINDING ENERGY, BOUND STATE, COMPOUND NUCLEI, CONFIGURATION MIXING, COUPLING, ENERGY DEPENDENCE, EQUATIONS OF MOTION, EXCITED STATES, EXPECTATION VALUE, FADDEEV EQUATIONS, HAMILTONIANS, HELIUM 3, INTERACTION RANGE, KERNELS, MATRIX ELEMENTS, NEUTRONS, NUCLEAR STRUCTURE, NUCLEON-NUCLEON INTERACTIONS, POTENTIAL SCATTERING, PROBABILITY, PROTON-NEUTRON INTERACTIONS, PROTON-PROTON INTERACTIONS, PROTONS, QUARK MODEL, REID POTENTIAL, SCATTERING LENGTHS, THEORETICAL DATA, THREE-BODY PROBLEM, TWO-BODY PROBLEM, WAVE FUNCTIONS
BARYON-BARYON INTERACTIONS, BARYONS, CATIONS, CHARGED PARTICLES, COMPOSITE MODELS, DATA, DIFFERENTIAL EQUATIONS, DISTANCE, ELASTIC SCATTERING, ELEMENTARY PARTICLES, ENERGY, ENERGY LEVELS, EQUATIONS, EVEN-ODD NUCLEI, EXTENDED PARTICLE MODEL, FERMIONS, FUNCTIONS, HADRON-HADRON INTERACTIONS, HADRONS, HELIUM ISOTOPES, HYDROGEN IONS, HYDROGEN IONS 1 PLUS, INFORMATION, INTERACTIONS, IONS, ISOTOPES, LIGHT NUCLEI, MANY-BODY PROBLEM, MATHEMATICAL MODELS, MATHEMATICAL OPERATORS, NUCLEI, NUCLEON-NUCLEON POTENTIAL, NUCLEONS, NUMERICAL DATA, PARTIAL DIFFERENTIAL EQUATIONS, PARTICLE INTERACTIONS, PARTICLE MODELS, POTENTIALS, PROTON-NUCLEON INTERACTIONS, QUANTUM OPERATORS, SCATTERING, STABLE ISOTOPES
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