论文标题
非线性电荷抗DE保姆的热力学在四维临界重力中黑洞
Thermodynamics of non-linearly charged Anti-de Sitter black holes in four-dimensional Critical Gravity
论文作者
论文摘要
在这项工作中，我们通过将非线性电动力学作为物质来源，提供具有四维临界重力的平面基歧管的新示例。我们发现一个通用解决方案，其特征是仅存在一个集成常数，其中，对于合适的耦合常数选举，我们可以显示一个或多个视野的存在。此外，我们通过多种技术计算其非零热力学量，测试了热力学第一定律和SMARR公式的有效性。最后，我们分析了溶液的局部热力学稳定性。据我们所知，这些带电的配置是关键重力的第一个示例，其中其热力学量不是零。
In this work, we provide new examples of Anti-de Sitter black holes with a planar base manifold in four-dimensional Critical Gravity by considering nonlinear electrodynamics as a matter source. We find a general solution characterized by the presence of only one integration constant where, for a suitable election of coupling constants, we can show the existence of one or more horizons. Additionally, we compute its non-null thermodynamical quantities through a variety of techniques, testing the validity of the first law of thermodynamics as well as a Smarr formula. Finally, we analyze the local thermodynamical stability of the solutions. To our knowledge, these charged configurations are the first example with Critical Gravity where their thermodynamical quantities are not zero.
