论文标题
Newman-Janis算法中使用类似宇宙字符串的解决方案对常规黑洞进行隧穿分析
Tunneling Analysis of Regular Black Holes with Cosmic Strings-Like Solution in Newman-Janis Algorithm
论文作者
论文摘要
我们通过假设使用Newman-Janis方法来考虑旋转参数中带有宇宙字符串（RBHC）的常规黑洞解决方案。之后，我们在存在旋转参数的情况下研究RBHC的热力学特性（即鹰温度$ t_h $）。此外，我们研究了霍金温度的图形解释，并使用事件范围来检查在纽曼 - 贾尼斯算法的效果下的物理和稳定形式的RBHC。我们以图形方式表明，在纽曼 - 贾尼斯算法的背景下的RBHC比Schwarzschild Black Hole更冷。此外，我们通过纳入普遍的不确定性原理来研究Newman-Janis方法中RBHC的量子校正温度。我们还分析了校正温度$ t'_ {h} $对$ r _ {+} $的图形解释，并在存在重力参数效应的情况下研究了Newman-Janis方法中RBHC的稳定条件。最后，分析了具有旋转参数的RBHC的校正熵。
We consider the regular black holes solution with cosmic strings(RBHCS) in the rotation parameter by assuming the Newman-Janis method. After this, we study thermodynamical property (i.e., Hawking temperature $T_H$) for the RBHCS in the presence of spin parameter. Moreover, we study the graphical interpretation of Hawking temperature with event horizon to check the physical and stable form of RBHCS under the effect of Newman-Janis algorithm. We graphically show that the RBHCS in the context of Newman-Janis algorithm are colder than the Schwarzschild black hole. Furthermore, we investigate the quantum corrected temperature for RBHCS in Newman-Janis method by incorporating generalized uncertainty principle. We have also analyzed the graphical interpretation of corrected temperature $T'_{H}$ versus $r_{+}$ and study the stable condition of RBHCS in Newman-Janis method in the presence of gravity parameter effects. Finally, the corrected entropy for RBHCS with rotation parameter is analyzed.
