Journal ArticleDOI
Solution of the Three-Body Scattering Problem in Configuration Space
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In this paper, the correct asymptotic behavior of the wave function deduced from the Faddeev equations for three-particle scattering is used to determine the asymPTotic conditions.Abstract:
The correct asymptotic behavior of the wave function deduced from the Faddeev equations for three-particle scattering is used to determine the asymptotic conditions. With these conditions, the equivalent set of partial differential equations in configuration space has a unique solution and is numerically solved for two examples. Comparison is made with results from two other basically different methods.read more
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Journal ArticleDOI
The three-nucleon continuum: achievements, challenges and applications
TL;DR: In this paper, the basic equations for 3N scattering based on general two-nucleon and 3N forces are reviewed and the main steps for their derivation are given.
Journal ArticleDOI
The Nonrelativistic three-body problem for baryons
TL;DR: The nonrelativistic quark model, when applied to baryons, involves an interesting three-body problem where the constituents are bound by a confining potential.
Journal ArticleDOI
Three-body scattering in configuration space
TL;DR: In this paper, asymptotic forms of the wavefunction and Faddeev components in configuration space are shown to determine uniquely the solutions of the Schrodinger or Faddeiv differential equations for 2 → (2, 3) and 3 → ( 2, 3), processes.
Journal ArticleDOI
Faddeev calculations in configuration space with Cartesian coordinates
TL;DR: In this paper, the Faddeev-Noyes equations are solved in their natural Cartesian Jacobi coordinates for scattering below break-up threshold and for bound states.
Journal Article
The three-nucleon continuum: Achievements, challenges, and applications
TL;DR: In this article, predictions of modern NN interactions for cross sections and spin observables in three-nucleon scattering are displayed, and the agreement with experimental data is in general very good, but there are challenging exceptions which might point to deficiencies in the dynamical input.