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Asymptotical null structure of an electro-vacuum spacetime with a cosmological constant

机译:具有宇宙常数的电真空时空的渐近虚结构

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摘要

Bondi-Sachs (BS) framework is a powerful tool to analyze the asymptotical null structure of a spacetime. Based on Bondi's outgoing boundary condition, the asymptotical null structure of an electro-vacuum spacetime without a cosmological constant has been constructed clearly. Recently more and more observations imply that the Einstein equation should be modified with an nonzero cosmological constant. It is interesting to investigate the asymptotical null structure of a spacetime with a cosmological constant. In this paper, we extend our previous result from vacuum case to electro-vacuum case. We find that the gravitational sector of the asymptotical null structure depends stronglyon the boundary conditions, while the electrical sector is independent of the boundary condition.
机译:Bondi-Sachs(BS)框架是分析时空的渐近空结构的强大工具。基于邦迪的输出边界条件,清晰地构造了没有宇宙常数的电真空时空的渐近零结构。最近越来越多的观察表明,爱因斯坦方程应该用非零的宇宙常数修改。研究具有宇宙学常数的时空的渐近零结构是有趣的。在本文中,我们将以前的结果从真空箱扩展到电真空箱。我们发现,渐近零结构的引力扇形强烈依赖于边界条件,而电扇形则独立于边界条件。

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