【摘要】 按Faddeev-Popov路径积分量子化方法,给出规范不变系统在位形空间中的生成泛函,导出了系统位形空间中量子水平的变换性质.讨论了该系统量子水平的守恒律问题,且给出了Poincar群变换下电磁场在介质分界面附近量子水平的变换性质,在量子水平上说明了电磁波反射和折射时能量中心的"横移"现象.更多还原

【Abstract】 According to Faddeev-Popov’s rule of path integral quantization,the generating functional of Green function in configuration space for a gauge-invariant constrained system is formulated,transformation properties of a gauge-invariant system at the quantum level are derived and the problems of the conserved laws at the quantum level are discussed. the quantal transformation properties of electromagnetic field near the interface of dielectric media under the Poincar group are studied. It is pointed out that the transverse shift of the reflection and refraction of electromagnetic waves near the interface of dielectric media also occur at the quantum level,but the results of classical theory must be amended in quantum theory.更多还原