摘要
从平直空时的γ矩阵和Dirac方程出发,引入弯曲空时中的γ矩阵,建立了弯曲空时的Dirac方程,给出了这类方程的矩阵形式、旋量形式和旋标架形式;展示了Dirac方程的求解过程.
Starting from time. The terms of metri proposed the method to Dirac equation in e, sp ve in or tetrad this type of fiat space, introducing metric, we established Dirac equation in curve spaceof Dirac equation in curved space - time are obtained. At last, we have also equation.
出处
《菏泽学院学报》
2006年第5期40-44,59,共6页
Journal of Heze University