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Vinitskij, S.I.; Dubovik, V.M.; Markovskij, B.L.
Joint Inst. for Nuclear Research, Dubna (USSR). Lab. of Theoretical Physics1988
Joint Inst. for Nuclear Research, Dubna (USSR). Lab. of Theoretical Physics1988
AbstractAbstract
[en] The effective equations for the cluster relative-motion function of the initial and final channels in the nuclear reaction d+t → n+α are derived within the adiabatic approach. The effective energy-dependent potential is constructed by projecting onto the open channels and its asymptotic behaviour at large intercluster distances is studied. The asymptotic boundary conditions for the effective system of equations in the adiabatic representation are formulated in terms of the known coordinate asymptotics of the microscopic wave function of the five-body system. The relation of these equations with the resonating group model is also considered
Original Title
Mikroskopicheskoe rassmotrenie yadernoj reaktsii d+t → n+α v ramkakh adiabaticheskogo predstavleniya
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Source
1988; 15 p; 18 refs.; 3 figs.; submitted to the International Seminar Microscopic Methods in a Few Particle System Theory, Kalinin, August 1988, and to J. Phys.
Record Type
Report
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BARYONS, CHARGED PARTICLES, DIFFERENTIAL EQUATIONS, ELEMENTARY PARTICLES, EQUATIONS, FERMIONS, FUNCTIONS, HADRONS, HELIUM IONS, IONIZING RADIATIONS, IONS, MATHEMATICAL OPERATORS, NUCLEAR REACTIONS, NUCLEONS, PARTIAL DIFFERENTIAL EQUATIONS, POTENTIALS, QUANTUM OPERATORS, RADIATIONS, TARGETS, WAVE EQUATIONS
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