A Method of Solution to Muskhelishvili-Omnes Equation in Final-State Interaction Model

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概要

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• The inhomogeneous integral equations of Muskhelishvili-Omnes type are considered to describe the problem of final-state interaction model in both single- and multi-channel situations. A new method is proposed for solving the equations by using the N/D method and effective range theory for the rescattering two-particle subsystem in the final state. A numerical calculation with the use of the method related to the multi-channel effective range theory has been performed to explain the pion-momentum distribution of the reaction K^-+^4He→π^-+Λ+^3He.

• 理論物理学刊行会の論文
• 1976-12-25

著者

• IWAMURA Yoshihiko

  Department of Physics Science University of Tokyo

関連論文

• Rearrangement Collision between Proton and Hydrogen Atom
• On the Relation between the Separable Potential Model and the N/D Method
• Comment on Enhancements in the Reaction K^-d→π^-∧p
• A Unified Investigation of Enhancements in the Multi-Channel Problem by the D-Matrix Eigenvalue in the N/D Method
• On the Solution of the Form Factor in Coupled Multi-Channel Problem
• A Method of Solution to Muskhelishvili-Omnes Equation in Final-State Interaction Model

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