论文标题
rastall理论中Kerr-Newman类似黑洞的隧道分析
Tunneling Analysis of Kerr-Newman Black Hole-Like Solution in Rastall Theory
论文作者
论文摘要
Hamilton-Jacobi Ansatz用于分析在Rastall Gravity kerr-Newman Black Hole（BH）中的玻色子带电颗粒，并在地平线上被完美的流体物质包围。观察到几何BH参数，这些参数如何利用拉格朗日重力方程影响辐射。在本文中，通过考虑量子重力的效果来计算校正后的霍金温度。在我们的分析中，通过图形分析了对鹰辐射的完美流体物质效应所包围的Rastall重力BH溶液。此外，研究了Rastall重力BH的稳定性和不稳定。量子重力和旋转参数对BH辐射的影响也通过图形表示观察到。
Hamilton-Jacobi ansatz is used to analyze boson charged particles tunneling in Rastall gravity Kerr- Newman black hole (BH) surrounded by perfect fluid matter through the horizon. The geometrical BH parameters are observed, how these are affecting the radiation utilizing the Lagrangian gravity equation. In this article, the corrected Hawking temperature is computed by considering the effects of quantum gravity. In our analysis, the Rastall gravity BH solution surround by perfect fluid matter effects on Hawking radiation is analyzed graphically. Moreover, the stability and instability of Rastall gravity BH are investigated. The influence of quantum gravity and rotation parameters on BH radiation are also observed by graphical representation.
