Schwarzschild背景时空上任意阶质量、角动量和偶极扰动的形式解

Q2 Physics and Astronomy Letters in High Energy Physics Pub Date : 2021-01-31 DOI:10.31526/lhep.2021.215
Kouji Nakamura
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引用次数: 4

摘要

以规范不变的方式导出了Schwarzschild背景时空上任意阶质量、角动量、偶极扰动的形式解。一旦我们接受了[K.Nakamura,Class.Quantum Grav.{\bf 38}(2021),145010.]中的提议,我们可以通过[K.Nakamura,Class.Quantum Grav.{\bf 31}(2014),135013.]中的自变量,将包括单极($l=0$)和偶极($l=1$)模式的Schwarzschild背景时空上的规范不变线性微扰理论扩展到相同背景时空的任何阶微扰,我们得到了上述任意阶形式解的一个简单推导。
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Formal Solutions of Any-Order Mass, Angular-Momentum, andDipole Perturbations on the Schwarzschild Background Spacetime
Formal solutions of any-order mass, angular-momentum, dipole perturbations on the Schwarzschild background spacetime are derived in a gauge-invariant manner. Once we accept the proposal in [K. Nakamura, Class. Quantum Grav. {\bf 38} (2021), 145010.], we can extend the gauge-invariant linear perturbation theory on the Schwarzschild background spacetime including the monopole ($l=0$) and dipole ($l=1$) modes to any-order perturbations of the same background spacetime through the arguments in [K. Nakamura, Class. Quantum Grav. {\bf 31} (2014), 135013.]. As a result of this resolution, we reached to a simple derivation of the above formal solutions of any order.
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来源期刊
Letters in High Energy Physics
Letters in High Energy Physics Physics and Astronomy-Nuclear and High Energy Physics
CiteScore
1.20
自引率
0.00%
发文量
4
审稿时长
12 weeks
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