简述时空曲率的变迁和引力量子的能量  

Transition of Space-time Curvature and Energy of Gravitational Quantum

作　　者：朱临 Zhu Lin(Zhejiang Railway Society,Hangzhou,Zhejiang 310007)

机构地区：[1]浙江铁道学会,浙江杭州310007

出　　处：《科学与信息化》2020年第3期185-187,189,共4页Technology and Information

摘　　要：文章介绍了里德伯光波数公式,引入了时空曲率数的变迁和时空曲率量的变迁的概念,阐释了一次齐次引力波动方程和规范引力场方程。引入了引力相互作用项mgij(x),求得了时空曲率能变迁的公式ε=Δh′R=h′(1/m^2-1/n^2)RM,论述了引力量子能量E=h′R和时空曲率能的关系。并提出了检验的曲率能的途径。The Rydberg light wave number formula is introduced.The concepts of the change of space-time curvature number and the change of space-time curvature quantity are introduced.The linear homogeneous gravitational fluctuating equation and the gauge gravitational field equation are explained.The gravitational interaction term mgy(x) is introduced.The formula ε=Δh′R=h′(1/m^2-1/n^2)RM of curvature energy change is obtained,and the relationship between gravitational quantum energy E=h′R and space-time curvature energy is discussed.The way to test the curvature energy is put forward.

关 键 词：时空曲率变迁 规范引力场方程 引力相互作用项 曲率能 引力量子能量 

分 类 号：O41[理学—理论物理]