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- Title
Solving Faddeev equations for a bound state and a continuous spectrum of a three-nucleon system by the method of K-harmonic expansions.
- Authors
Kovalchuk, V.; Kozlovsky, I.; Tartakovsky, V.
- Abstract
method for solving Faddeev equations in configuration space for a bound state and a continuous spectrum of the system of three nucleons was developed on the basis of expansions in K harmonics. Coulomb interaction and particle spins were not taken into account in this study. The method in question was used to describe the triton bound state and differential cross sections for neutron-deuteron scattering at subthreshold incident-neutron energies. The Volkov, Malfliet-Tjon, and Eikemeier-Hackenbroich local nucleon-nucleon potentials were employed in the present calculations.
- Subjects
PARTICLES (Nuclear physics); NUMERICAL calculations; DIFFERENTIAL cross sections; SPECTRUM analysis; NUCLEON-nucleon interactions; NEUTRON scattering; DEUTERON scattering; BOUND states
- Publication
Physics of Atomic Nuclei, 2011, Vol 74, Issue 5, p693
- ISSN
1063-7788
- Publication type
Article
- DOI
10.1134/S1063778811040090