论文标题
Meronic Ads黑洞中的高斯理论
Meronic AdS Black Holes in Gauss-Bonnet Theory
论文作者
论文摘要
我们检查了带有SU（2）Yang-Mills物质含量的分析性，本质上非亚伯式的黑洞。在Lovelock黑洞的扩展热力学方案中工作，我们研究了四维球形对称构型的相结构。我们在高斯 - 骨网 - 内斯坦 - 元米尔米尔斯的重力中工作，具有负宇宙常数，并使用欧几里得方法探索系统的热力学。我们观察到该解决方案属于范德华的预期普遍性类别，并找到了回归相变。
We examine analytical, intrinsically non-Abelian, black holes with SU(2) Yang-Mills matter content. Working in the extended thermodynamics scenario of Lovelock black holes we study the phase structure of a four and a five-dimensional spherically symmetric configuration. We work in Gauss-Bonnet-Einstein-Yang-Mills gravity with negative cosmological constant and use Euclidean methods to explore the thermodynamics of the systems. We observe that the solutions belong to the expected universality class of van der Waals and find a reentrant phase transition.
