摘要
本文在Eeinstein方程中,引入曲率和挠率所产生的能-动张量,证明了,曲率修正导致场方程的不相容.而挠率修正可引出一个强引力的模型.这一结果与通常Poincare规范引力论认为曲率与强耦合成正比之观点大不相同.
In this paper the stress-energy tensors of curvature and of torsion are introduced.We may derived a model of strong gravity from Einstein's equation with the stress-energy tensor of torsion,while Einstein's equation with the stressenergy tensor of curvature is an inconsistent equation.This conclusion is different from the Poincare gauge theories of gravitation,in which the curvature is directly proportional to the strong coupling.
出处
《高能物理与核物理》
CSCD
北大核心
1989年第11期990-995,共6页
High Energy Physics and Nuclear Physics
