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Microscopic K~+-nucleus optical potential and calculations of differential elastic-scattering cross sections and total reaction cross sections

机译:微观K〜+核光势以及微分弹性散射截面和总反应截面的计算

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The differential elastic-scattering cross sections and the total reaction cross sections for the interaction of K~+ mesons with ~(12)C and ~(40)Ca nuclei at beam momenta of 0.635, 0.715, and 0.8 GeV/c are calculated. The microscopic optical potential derived in the high-energy approximation is used in these calculations. It is determined by the amplitude for kaon-nucleon scattering and the density distribution of pointlike nucleons of the target nucleus. In the high-energy approximation, the Klein-Gordon-Fock equation reduces to the form of the Schr?dinger equation. It is shown that small distinctions between the reduction methods do not lead to significant changes in differential elastic-scattering cross sections, but the effects of relativization as such are quite large. Good agreement with experimental data on elastic K~+A scattering is attained. The total reaction cross sections can be described upon adding, to the volume potential, a term that takes the form of its derivative and which has a maximum at the periphery, its contribution being fitted to experimental data.
机译:计算了在0.635、0.715和0.8 GeV / c的电子束矩下,K〜+介子与〜(12)C和〜(40)Ca核相互作用的微分弹性散射截面和总反应截面。这些计算中使用了高能近似中得出的微观光学势。它由钾离子核子散射的幅度和目标核的点状核子的密度分布决定。在高能近似中,Klein-Gordon-Fock方程简化为Schr?dinger方程的形式。结果表明,减小方法之间的微小区别不会导致微分弹性散射横截面的显着变化,但是相对化的影响非常大。在弹性K〜+ A散射方面与实验数据吻合良好。总反应截面可以通过在体积势上加上一个以其导数形式且在外围具有最大值的术语来描述,其贡献适合于实验数据。

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