行波对角度规谐和条件对应于平直时空  

THE HARMONIC CONDITION OF TRAVELLING WAVES OF DIAGONAL METRIC CORRESPONDING TO FLAT TIME SPACE

作　　者：青心[1] 

机构地区：[1]烟台大学物理学系,山东烟台264005

出　　处：《山东师范大学学报（自然科学版）》1999年第4期387-390,共4页Journal of Shandong Normal University(Natural Science)

摘　　要：严格证明了在Vierbein 表述的局域Lorentz 群引力规范理论中,行波对角度规谐和条件(对—谐条件) 下的Riemann- Christoffel(R- C)曲率张量的所有分量为零,即在该条件下时空平直、不存在任何形式的引力波和曲率波.In the local Lorentz group gravitational gauge theory of the Vierbein representation,under the harmonic condition of the travelling waves of the diagonal metric(D-Hcondition),it is strictly proved that all components of the Rieminn-Christoffel(R-C)curvature tensor are zero.In other words,under this condition the time-space is falt and there are not any gravitational waves and curvature waves.

关 键 词：R-C曲率张量 平直时空 引力波 引力规范理论 

分 类 号：O412.1[理学—理论物理] O314[理学—物理]