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A Correction to the non-resonant process in the R-matrix analysis

Kunieda, Satoshi  

We propose a new method for the non-resonant process in the R-matrix theory, which is associated with additional background poles exclusive to the incident particles. This method is applied to the simultaneous analysis of the $$^6$$Li(p,p$$_0$$) $$^6$$Li, $$^6$$Li(p,$$alpha_0$$) $$^3$$He, $$^3$$He($$alpha$$,$$alpha_0$$) $$^3$$He and $$^3$$He($$alpha$$,p$$_0$$) $$^6$$Li reaction cross-sections. It is found that the present approach is necessary to obtain a reasonable description of all the measured data simultaneously. We also discuss the theoretical background for our recipe base on the physical aspects of the nuclear reactions.

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