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Quark Wigner distribution of the pion meson in light-cone quark model

机译:Quark Wigner在轻锥夸克模型中的蒙塞的分布

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摘要

We study the quark Wigner distributions of the pion meson which are the phase-space distributions containing the most general one-parton information. Using the pion wave functions deduced from a lightcone quark model, we calculate the Wigner distributions of the unpolarized, longitudinally polarized and transversely polarized valence quarks inside the pion meson via the Fock-state overlap representation, respectively. We present the numerical results of the transverse Wigner distributions in which the longitudinal momentum fraction is integrated out. The mixedWigner distributions as functions of b_y and k_x are also presented. As an intermediate step, we provide the analytic results for the generalized transversemomentum dependent distributions of the pion meson in the same model.
机译:我们研究了乒乓球的夸克Wigner分布,这是包含最普遍的单Parton信息的相位空间分布。 使用从LightCone夸克模型推导的磁振波函数,我们通过套管 - 状态重叠表示计算了不偏振,纵向极化和横向极化的价值曲线内的不透明,纵向极化和横向极化的价曲线的Wigner分布。 我们介绍了横向Wigner分布的数值结果,其中纵向动量分数被整合出来。 还呈现了混合关机分布作为B_Y和K_X的功能。 作为中间步骤,我们提供了同一模型中柱梅森的广义跨型Mementum依赖性分布的分析结果。

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