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Generalized uncertainty principles, effective Newton constant and the regular black hole

机译:广义不确定性原则,有效的牛顿常数和常规黑洞

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In this paper, the quantum spacetime with a running gravitational coupling is explored. Analyzing the gravity-induced quantum interference pattern and the Gedanken for weighting a photon, we find that the running. Newton constant can be inspired by the generalized uncertainty principles. A characteristic momentum associated with the tidal effect is suggested, which incorporates the quantum effect with the geometric nature of gravity. When the simplest generalized uncertainty principle is considered, the minimal model of the regular black holes is reproduced by the effective Newton constant. The black hole's tunneling probability, accurate to the second order correction, is carefully analyzed. We find that the tunneling probability is regularized by the size of the black hole remnant. Moreover, for a given initial black hole, the remnant is the final state of a transition process that the probability is minimal. We also suggest a theory of modified gravity, by substituting the effective Newton constant into the Hilbert-Einstein action. (C) 2018 Elsevier Inc. All rights reserved.
机译:在本文中,探讨了具有运行重力耦合的量子时空。分析重力诱导的量子干涉图案和加权光子的加扇,我们发现运行。牛顿常量可以受到广义不确定性原则的启发。提出了与潮汐效应相关的特征动量,其与重力的几何性质结合着量子效应。当考虑最简单的广义不确定性原理时,常规黑洞的最小模型由有效的牛顿常数再现。仔细分析了黑洞的隧道概率,准确到二阶校正。我们发现隧道概率通过黑洞残余的尺寸规则化。此外,对于给定的初始黑洞,残余物是过渡过程的最终状态,概率最小是最小的。我们还通过将有效的牛顿常量替换为Hilbert-Einstein作用来提出改良的重力理论。 (c)2018年Elsevier Inc.保留所有权利。

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