Three-Body Calculation of d-α Elastic Scattering

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概要

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• S-, P-, D-waves and some higher wave phase shifts of d-α elastic scattering are calculated by solving the Amado-Lovelace equations in order to discuss the mechanism of this scattering and breakup reaction. Equations are solved by applying Pade technique. It is shown that this technique is especially useful to calculate elastic scattering. An interesting example of the convergence of the Born series is given. Remarkable improvements on Shanley's results are obtained in all partial waves, Effects of ^6Li resonances are discussed and it is shown that the 1^* resonance of ^6Li, but can be understood by this well-known resonance. In order to investigate the role of the Pauli principle, sensitivity to the s-wave α-nucleon interaction is discussed.

• 理論物理学刊行会の論文
• 1978-01-25

著者

• Koike Yasuro

  Department Of Nuclear Engineering Faculty Of Engineering Kyoto University

• Koike Yasuro

  Department Of Nuclear Engineering Kyoto University

関連論文

• Phenomenological Separable N-^C Interaction with Correct Energy-Dependence in Positive and Negative Energy Regions : Nuclear Physics
• The πd Decay of the ^3F_3 Diproton in the Faddeev πNN Dynamics
• Faddeev Approach to the ^3F_3 Diproton in πNN Dynamics
• Tensor Analyzing Powers for Deuteron Deuteron Breakup Reaction in d+α System
• Analysis of the D(α, αp)n Reaction by Pade Approximant Based on the Faddeev Theory with the s-Wave α-N Interaction
• Solution of the Lippmann-Schwinger Equation with an Expansion of the Wave Function inside the Potential Range : Progress Letters
• Three-Body Calculation of d-α Elastic Scattering

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