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中国物理学会期刊

局部坐标系中的旋量球函数及算子

CSTR: 32037.14.aps.19.341

THE SPINOR WAVE FUNCTIONS AND OPERATORS IN THE LOCAL COORDINATE SYSTEM

CSTR: 32037.14.aps.19.341
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  • 本文给出了各种表象的旋量球函数在局部坐标系中的表达式及其与固定坐标式的联系,并用此式讨论了光子、电子、双光子系波函数的各种性质。利用梯度算子及无穷小转动算子在局部系中的联系将旋量方程分离变量,得到了梯度公式。最后在局部系中探讨了散射问题,计算了γ跃迁的角向积分。

     

    Spinor wave functions are expressed in terms of variables in the coordinate system carried with the particle. The properties of various simple systems are discussed with the help of wave functions or scattering functions expressed in this form. The differential operators are expressed in terms of the infinitesimal rotation operators in the coordinate system carried with the particle. A simple way of separating the variables of various spinor wave equations is given.

     

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