论文标题
带有非最小导数耦合和非线性材料场的重力黑洞溶液
Black hole solutions in gravity with nonminimal derivative coupling and nonlinear material fields
论文作者
论文摘要
标量调整了与非线性电磁场的重力理论，最小化与重力耦合，并获得了静态黑洞溶液。即，检查了电磁场的幂律和出生的非线性拉格朗日。由于考虑到宇宙常数，因此它使我们能够研究所谓的拓扑黑洞。研究了黑洞热力学，特别是计算黑洞的温度并检查了热力学的第一定律，并在Wald的方法的帮助下获得了。
Scalar-tensor theory of gravity with nonlinear electromagnetic field, minimally coupled to gravity is considered and static black hole solutions are obtained. Namely, power-law and Born-Infeld nonlinear Lagrangians for the electromagnetic field are examined. Since the cosmological constant is taken into account, it allowed us to investigate so-called topological black holes. Black hole thermodynamics is studied, in particular temperature of the black holes is calculated and examined and the first law of thermodynamics is obtained with help of Wald's approach.
