摘要
本文是将 Tikekar 给出的荷电球体的解,推广到高维时空。它的显著特点是球体内部的物态方程是p∝P。当时空的维数等于4时,这个解将自动变为 Tikekar 的结果。
In this paper,the solution for a charged sphere given by Tikek- ar is generalized to higher dimensional spacetime.It has an cquation of state, i.e.p∝p.When the number of dimension of the spacetime is four our sol- ution can reduce to the result given by Tikekar.
关键词
高维时室
荷电球体
内解
E-M方程
Higher dimensional spacetime
Einstein-Maxwell equation
Spherically symmetric interior solution
