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- Title
Partial Quasipotential Equations in the Relativistic Configuration Representation.
- Authors
Kapshai, V.; Fialka, S.
- Abstract
Quasispotential equations for the scattering states of two relativistic particles are considered. A representation of the relativistic partial waves in terms of the associated Legendre functions with integer subscript and hyperbolic cotangent of the rapidity as their argument is found. An explicit form of the partial Green's functions is found in the relativistic configuration representation for three versions of the quasipotential equations. An algorithm for numerical solution of the partial equations for scattering states of the particles with nonzero orbital angular momentum is presented.
- Subjects
LEGENDRE'S functions; ALGORITHMS; SCATTERING (Physics); ANGULAR momentum (Nuclear physics); GREEN'S functions; RELATIVISTIC mechanics
- Publication
Russian Physics Journal, 2018, Vol 60, Issue 10, p1696
- ISSN
1064-8887
- Publication type
Article
- DOI
10.1007/s11182-018-1271-3