论文标题
旋转Lee-Wick黑洞和热力学
Rotating Lee-Wick Black Hole and Thermodynamics
论文作者
论文摘要
我们得出了一个奇异的解决方案，用于在高衍生理论中具有点源的Lee Wick Gravity的旋转对应物。我们通过评估质量参数，角速度和鹰温度来严格分析这种热系统的热力学。该系统遵循热力学的第一定律，并导致熵的表达。我们通过评估热容量和自由能来进一步讨论该理论的稳定性和相变。相变发生在差异点，温度最高。值得注意的是，黑洞对于一个小的地平线半径是不稳定的，对于较大的地平线半径是稳定的。
We derive a singular solution for the rotating counterpart of Lee-Wick gravity having a point source in a higher-derivative theory. We critically analyze the thermodynamics of such a thermal system by evaluating mass parameters, angular velocity, and Hawking temperature. The system follows the first law of thermodynamics and leads to the expression of entropy. We further discuss the stability and phase transition of the theory by evaluating heat capacity and free energy. The phase transition occurs at the point of divergence and the temperature is maximum. Remarkably, the black hole is unstable for a small horizon radius and stable for a large horizon radius.
