Energy Dependence of the NN T-Matrix (half-shell)
as a function of the center of mass momentum q
and the angle cos(theta)=x
with the q0 (beam) axis
based on the Malfliet-Tjon potential



Created by Joshua Thomas and Charlotte Elster
supported by the U.S. Department of Energy
the Ohio Supercomputer Center
and the Institute of Nuclear and Particle Physics, Ohio University
(U.S. Department of Energy Homepage) (Ohio Supercomputer Center Homepage) (Department of Physics Homepage)
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Potential Scattering without Angular Momentum Decomposition
The scattering of two bosonic nucleons is studied using the Malfliet-Tjon Potential. The Lippmann-Schwinger equation for the t-matrix in three dimensional space is solved directly without angular momentum decomposition. The energy dependece of the half-shell t-matrix is studied between 50 and 1000 MeV scattering energy and compared to results obtained from summing the partial wave solutions. Furthermore, differential cross-sections for scattering of distinguishable as well as identical particles are calculated. The properties of these cross-sections as function of the potential parameters as well as the scattering energy are investigated.

1996
This page written and maintained by Joshua Thomas , Ohio University.
For more information, please send e-mail to: jthomas@plato.phy.ohiou.edu
This page has been accessed counter times since February 3, 1997. This page was last modified on February 10, 1997.