论文标题
通用热力学关系，持续校正用于旋转广告黑色孔
Universal thermodynamic relations with constant corrections for rotating AdS black holes
论文作者
论文摘要
在[Phys。莱特牧师。 124，101103（2020）]，提出了矫正与熵和极端性之间的普遍关系。还发现该关系完全适用于四维充电广告黑洞。在本文中，我们将研究扩展到旋转的BTZ和Kerr-Ads黑洞时，首次考虑对一般相对论的持续校正。计算熵和极端结合，并且与恒定校正的耦合参数具有紧密依赖的行为。我们确认了旋转广告黑洞的通用关系。此外，考虑到角动量的转移，我们确认了旋转情况的另一种新的通用关系。特别是，我们在通用关系上陈述了一个猜想，该猜想在任意黑洞背景的移位热力学数量之间给出了普遍的猜想关系。我们认为，这些普遍关系将为量子重力区域提供新的启示。
In [Phys. Rev. Lett. 124, 101103 (2020)], a universal relation between corrections to entropy and extremality was proposed. The relation was also found to exactly hold for the four-dimensional charged AdS black hole. In this paper, we extend the study to the rotating BTZ and Kerr-AdS black holes when a constant correction to General Relativity is considered for the first time. The entropy and extremality bound are calculated, and they have a closely dependent behavior with the coupling parameter of the constant correction. We confirm the universal relation for the rotating AdS black holes. Furthermore, taking into consideration of the shift of the angular momentum, we confirm one more new universal relation for the rotating cases. In particular, we state a conjecture on a universal relation, which gives a universal conjecture relation between the shifted thermodynamic quantities for arbitrary black hole background. We believe that these universal relations will shed new light on the region of the quantum gravity.
