论文标题
来自出生式式型电动力学模型家族的带电黑洞
Charged black holes from a family of Born-Infeld-type electrodynamics models
论文作者
论文摘要
我们提出了一个非线性电动力学模型的家族，这些模型不含点电荷的无限能源。每个模型取决于尺寸非线性参数，并取决于无量纲参数n的整数值。当n = 1时恢复出生的攻击模型。研究了该家族的某些特征。此外，我们研究了电荷广告黑洞的溶液，这是由于将这些电动力模型与一般相对论耦合所致。在扩展的相空间中，还获得了与热力学第一定律一致的Smarr公式。
We present a family of nonlinear electrodynamics models that are free of the infinite self-energy of the point charge. Each model is dependent on a dimensional nonlinearity parameter and is determined by the integer value of a dimensionless parameter n. The Born-Infeld model is recovered when n = 1. Some of the characteristics of this family are studied. In addition, we study the solutions of electrically charged AdS black holes, which result from coupling these electrodynamic models to General Relativity. A Smarr formula consistent with the first law of thermodynamics is also obtained in an extended phase space.
