Solution of three-dimensional Faddeev equations for three-body Coulomb bound states.

Autor: Kvitsinsky, A., Hu, C.
Zdroj: Few-Body Systems; 1992, Vol. 12 Issue 1, p7-19, 13p
Abstrakt: A new method of directly solving the three-dimensional Faddeev equations in the total-angular-momentum representation for the pure Coulomb bound-state problem is developed. The method is based on the tri-quintic Hermite spline expansion of the Faddeev components. The ground states of the e e e system and the ppμ mesic molecule are calculated. [ABSTRACT FROM AUTHOR]
Databáze: Complementary Index
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