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NEW METHOD FOR SOLVING THE Nd BREAKUP SCATTERING PROBLEM INCONFIGURATION SPACE

机译:解决Nd分解散射问题非配置空间的新方法

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A new computational method for solving the configuration-space Faddeev equations for athree-nucleon system has been developed. This method is based on the spline-decompositionin the angular variable and on a generalization of the Numerov method for the hyperradius.The s-wave calculations of the inelasticity and phase-shift, as well as of the breakupamplitudes for nd and pd breakup scattering for lab energies 14.1 and 42.0MeV have been performed using the Malfliet-Tjon MT I-III potential. In the case of ndbreakup scattering, the results are in good agreement with those of the benchmark solution(J. L. Friar et al., Phys. Rev. C 42 (1990) 1838 and J. L. Friar et al., Phys. Rev.C 51 (1995) 2356). In the case of pd quartet breakup scattering,disagreement for the inelasticities reaches up to 6% when compared with the results of thePisa group (A. Kievsky et al., Phys. Rev. C 64 (2001) 024002). The calculated pdamplitudes fulfill the optical theorem with a good precision.
机译:开发了一种新的求解三核系统构型空间Faddeev方程的计算方法。该方法基于角度变量上的样条分解以及超半径的Numerov方法的推广。无弹性和相移的s波计算以及 nd 的破裂振幅使用Malfliet-Tjon MT I-III电势对实验室能量14.1和42.0MeV进行了b>和 pd 破裂散射。在 nd 破裂散射的情况下,结果与基准解决方案的结果非常吻合(JL Friar等人,Phys。Rev. C 42 (1990) 1838和JL Friar等人,Phys。Rev. C 51 (1995)2356)。在 pd 四重奏破裂散射的情况下,与比萨小组的结果相比,无弹性差异高达6%(A。Kievsky等人,Phys。Rev. C 64 (2001)024002)。计算出的 pd 幅度可以很好地满足光学定理。

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