论文标题
旋转常规黑洞的鹰辐射中的量子重力演化
Quantum Gravity Evolution in the Hawking Radiation of a Rotating Regular Hayward Black Hole
论文作者
论文摘要
在本文中，我们研究了两种不同的现象（Newman-Janis算法和半经典的Hamilton-Jacobi方法），分析了带有Spin参数的大量$ 4 $尺寸的常规Hayward BH，分析了霍金斯温度（$ T_H $）。首先，我们通过采用Newman-Janis算法规则来计算旋转的常规Hayward黑洞解决方案。我们得出了借助表面重力旋转常规海沃德BH的$ T_H $。我们还分析了Spin参数$ a $和免费参数$ L $对$ T_H $的效果。此外，我们研究了旋转常规海沃德黑洞的量子校正后的霍金温度（$ t'_H $）。为此，我们在WKB近似概念和半经典汉密尔顿 - 雅各比方法的概念中利用了Lagrangian在GUP背景中提交的方程式。旋转常规Hayward BH的$ t'_h $取决于校正参数$β$，bh质量$ m $，旋转参数$ a $，免费参数$ l $和bh radius $ r _+$。我们还研究了$ t'_h $ vess fortus事件的图形行为$ r _+$，用于旋转常规海沃德BH，并检查量子重力参数$β$，spin参数$ a $ a $ a $ a $ a $ a $ a $ and $ l $ $ l $对相应黑洞的稳定性的影响。此外，我们研究了正常旋转Hayward BH的对数熵校正的重要性。
In this paper, we study two different phenomena (the Newman-Janis algorithm and the semiclassical Hamilton-Jacobi method) to analyze the Hawking temperature ($T_H$) for massive $4$-dimensional regular Hayward BH with spin parameter. First of all, we compute the rotating regular Hayward black hole solution by taking the Newman-Janis algorithmic rule. We derive the $T_H$ for rotating regular Hayward BH with the help of surface gravity. We have also analyzed the effects of spin parameter $a$ and free parameter $l$ on $T_H$ with the help of graphs. Moreover, we investigate the quantum corrected Hawking temperature ($T'_H$) for rotating regular Hayward black hole. To do so, we utilize the Lagrangian filed equation in the background of GUP within the concept of WKB approximation and semiclassical Hamilton-Jacobi method. The $T'_H$ of rotating regular Hayward BH depends upon correction parameter $β$, BH mass $m$, spin parameter $a$, free parameter $l$ and BH radius $r_+$. We also study the graphical behavior of $T'_H$ versus event horizon $r_+$ for rotating regular Hayward BH and check the influences of quantum gravity parameter $β$, spin parameter $a$ and free parameter $l$ on the stability of corresponding black hole. Moreover, we study the significance's of logarithmic entropy correction for regular rotating Hayward BH.
