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Local Lorentz transformation and exact spherically symmetric vacuum solutions in f (T) gravity theories

机译:f(T)引力理论中的局部Lorentz变换和精确的球对称真空解

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摘要

In this paper a non-diagonal, spherically symmetric, tetrad field that contains an arbitrary function, S(r), which corresponds to a local Lorentz transformation, is applied to the field equations of f (T) gravity theories. Analytic vacuum solutions with integration constants are derived. These constants are studied by calculating the total conserved charge associated with each solution. The study shows that the obtained solutions represent the Schwarzschild–Ads spacetime.
机译:在本文中,将包含任意函数S(r)(对应于局部Lorentz变换)的非对角球对称四面体场应用于f(T)重力理论的场方程。推导了具有积分常数的解析真空解。通过计算与每种溶液相关的总守恒电荷研究这些常数。研究表明,所获得的解表示Schwarzschild–Ads时空。

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