论文标题
充电的旋转ads的重力猜想是黑洞，周围是精髓和弦云
Weak Gravity Conjecture of Charged-Rotating-AdS Black Hole Surrounded by Quintessence and String Cloud
论文作者
论文摘要
最近已经应用了一系列对一般相对论的校正，以找到熵与极端结合的黑洞之间的关系。已经研究了许多黑洞，例如充电广告，旋转和大量重力黑洞。我们对动作进行了较小的持续校正，并确认了带电的旋转添加剂黑洞的这些普遍关系。然后，我们检查了黑洞的这些计算，这些计算被弦的精髓和云层所包围。在本文中，我们评估了一种新的普遍关系。这意味着我们发现黑洞的极端质量与云弦因子之间的关系，并观察到相应的通用关系已经很好地确定。我们发现，典型术语在计算质量电荷比和黑洞弱重力猜想的概念中起着非常有效的作用。我们在这里注意到，附加的恒定校正与黑洞的熵成反比。它使我们看到质量与电荷比降低并完全确认黑洞的弱重力猜想（WGC）。
A series of corrections to general relativity have recently been applied to find the relationship between entropy and extremality-bound black holes. This relationship has been investigated for many black holes, such as charged AdS, rotating, and massive gravity black holes. We give a minor constant correction to the action and confirm these universal relations for a charged-rotating-AdS black hole. We then examine these calculations for the black hole, surrounded by the quintessence and the cloud of string. In this paper, we evaluate a new universal relation. It means that we find the relation between the extremal mass of the black hole and the factor of cloud string and observe that the corresponding universal relation is well established. We find that the quintessence terms play a very effective role in calculating the mass-charge ratio and concept of weak gravity conjecture of black holes. We note here that the added constant correction is inversely related to the entropy of the black hole. It leads us to see that the mass-to-charge ratio decreases and fully confirms the black hole's weak gravity conjecture (WGC).
