Nonstatic Nuclear Forces of the Triplet State in Momentum Space

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概要

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• The nucleon-nucleon scattering in the uncoupled triplet states is described by the one-conson-exchange model in conjunction with the Schrodinger equation in momentum representation. The nonstatic matrix elements due to the exchange of π, ω, ρ and an isoscalar scalar meson are obtained. The nonstatic nuclear forces in momentum space are discussed in detail in connection with the LS force and the velocity-dependent term in coordinate space. Also the behavior of ^<3>P_0 phase shift at 25~50 MeV is especially discussed. The meson coupling constants are adjusted to fit the experimentally determined phase shifts. The phase shifts obtained from our momentum-space calculations are in reasonable quantitative agreement with those obtained from the phase-shift analysis.

• 理論物理学刊行会の論文
• 1972-02-25

著者

• Wada Masanobu

  The Physical Science Laboratories College Of Science And Technology Nihon University

• Wada Masanobu

  The Physical Science Laboratories Nihon University

関連論文

• Comments on the Coordinate-Space Bonn Potential
• An Attractive Retarded Effect of OBEP on Nucleon-Nucleon Scattering
• Nonstatic One-Boson-Exchange Potential with Retardation and Nuclear Matter : Including Velocity-Dependent Tensor Potential
• The Relativistic Effects on the Two-Nucleon and Nuclear Matter Systems
• On a Treatment for the Momentum-Space OBEP with Form Factor
• On a Solitary Wave Exchange Potential
• Nuclear Matter Properties for Nonstatic One-Boson-Exchange Potential with Retardation
• Nonstatic Nuclear Forces of the Triplet State in Momentum Space
• Momentum Space Calculations on the Repulsive Core of Nuclear Forces

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