Schwarzschild metric

The quasi bound states of Dirac fermion in Schwarzschild metric

Schwarzschild黑洞的Dirac粒子准束缚态

By studying the Kerr metric and Schwarzschild metric , we proved that the new mechanism exists and the formulae of net releasing energy are given .

具体以Kerr和Schwarzschild度规为例，证实这种机制的存在，并给出获得净能量的公式（18），（20）。

It is proved that in general case , the harmonic coordinate conditions are not necessary for Schwarzschild metric ( i.e.spherically symmetric and static spacetime ) .

还阐明了史瓦西场中各种坐标系的物理意义，并论证史瓦西黑洞的存在与所用坐标系无关，以及谐和坐标条件对解静态球对称时空不是必要条件。

It is demonstrated that the distributions of Schwarzschild metric along the space and time follow the local actions of a group , and an internal symmetric gauge field of gravity maybe exists .

本文论证了史瓦度规延空间和时间的分布遵从一个群的定域作用，一种引力的内对称规范场可能存在。

Conformal Uniqueness of Schwarzschild Interior Metric in Higher Dimensions

高维时空Schwarzschild内部度规的共形唯一性

First , the metric coefficient 900 in the earth centered inertial system is obtained from the sun 's Schwarzschild isotropic metric , with the gravitation of the earth and the moon taken into account .

首先从太阳的各向同性Schwarzschild度规出发，计入地球和月球的引力场的贡献，求得地球惯性系中的度规系数goo。