论文标题
静态球形时空中非放射测量学的偏差
Deviation of nonradial geodesics in a static spherically symmetric space-time
论文作者
论文摘要
本文将潮汐力的描述概括为在静态球形对称黑洞的度量中，具有非零角动量的大地测量。我们表明，即使在重力场中测试体的非radial自由运动，地球偏差方程也可以对角度化。我们介绍了球形对称度量中潮汐力的空间成分的表达式。我们还求解了Schwarzschild公制中的大地偏差方程，并演示了角动量的存在及其幅度如何影响溶液。
The article generalizes the description of tidal forces to the case of geodesics with non-zero angular momentum in the metric of static spherically symmetric black holes. We show that the geodesic deviation equation can be diagonalized even with non-radial free motion of a test body in the gravitational field. We present expressions for the spatial components of the tidal force in a spherically symmetric metric. We also solve geodesic deviation equation in the Schwarzschild metric and demonstrate how the presence of angular momentum and its magnitude affect the solution.
