Faddeev equations with three-nucleon force in momentum space | Zendy

Alfred Stadler | Zendy; W. Glöckle | Zendy; P. U. Sauer | Zendy

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Faddeev equations with three-nucleon force in momentum space

Author(s) -

Alfred Stadler,

W. Glöckle,

P. U. Sauer

Publication year - 1991

Publication title -

physical review c

Language(s) - English

Resource type - Journals

eISSN - 1089-490X

pISSN - 0556-2813

DOI - 10.1103/physrevc.44.2319

Subject(s) - faddeev equations , nucleon , physics , momentum (technical analysis) , pion , position and momentum space , space (punctuation) , nuclear force , binding energy , three body problem , classical mechanics , few body systems , quantum electrodynamics , mathematical physics , particle physics , nuclear physics , quantum mechanics , computer science , finance , economics , operating system

Modified Faddeev equations that allow the inclusion of irreducible three-body forces in addition to two-body interactions are formulated and the technical apparatus for their solution in momentum space is described. Results for the triton binding energy are obtained with realistic two-nucleon interactions and the Tucson-Melbourne two-pion exchange three-nucleon force and compared with previous calculations. Excellent agreement with the results of other groups is found confirming that the accuracy of present-day techniques for handling three-nucleon forces is very high indeed.

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