论文标题
摩ing毛加速的黑洞的热力学，超级及以后
Thermodynamics of hairy accelerating black holes in gauged supergravity and beyond
论文作者
论文摘要
我们研究了在四维的爱因斯坦 - 麦克斯韦 - 迪拉顿理论中，渐近地加速渐近地与黑洞加速的热力学，可以将其嵌入特定的dilaton偶联常数中。这些加速的黑洞由带电的DILATON C指标描述，这些指标具有独特的特征，但几乎没有探索。缓慢加速黑洞的热力学被推广为标量头发。我们发现，标量场的混合边界条件适当地考虑了标准一致的第一法和其他热力学关系。我们通过全息重新归一化计算双应力 - 能量张量和质量，这与标量场的边界条件相关。我们还发现，保形质量与全息质量相同。沿着同一条线，我们还获得了$ U（1）^2 $的热力学加速黑洞。
We study the thermodynamics of accelerating asymptotically AdS black holes with scalar hair in four-dimensional Einstein-Maxwell-dilaton theories, which can be embedded in gauged supergravities for specific dilaton coupling constants. These accelerating black holes are described by charged dilaton C metrics, which have unique features but are almost unexplored before. Thermodynamics of slowly accelerating black holes is generalized to include scalar hair. We find that properly accounting for mixed boundary conditions for the scalar field leads to standard consistent first law and other thermodynamic relations. We compute the dual stress-energy tensor and the mass through holographic renormalization, which is associated with the boundary conditions of the scalar field. We also find that the conformal mass is the same as the holographic mass. Along the same line, we also obtain the thermodynamics of $U(1)^2$-charged accelerating black holes.
