INTERIOR MEHRA-LIKE SOLUTION IN HIGHER DIMENSIONS
WANG Xingxiang
Department of Physics, Anhui Normal University, Wuhu 241000
INTERIOR MEHRA-LIKE SOLUTION IN HIGHER DIMENSIONS
WANG Xingxiang
Department of Physics, Anhui Normal University, Wuhu 241000
关键词 ：
04.20.-q
Abstract ： A new spherically symmetric interior solution in higher dimension is presented by specifying mass density, i.e. k2 ρ = A + Br2 . The solution includes the Schwarzschild-like solution as a special case and can reduce to the interior Mehra solution when the number of dimension is four.
Key words ：
04.20.-q
出版日期: 1990-12-01
:
04.20.-q
(Classical general relativity)
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[10]
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[12]
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1990, Vol. 7 
