论文标题
BTZ黑洞的超级稳定性分析
Analysis on superradiant stability of BTZ Black Hole
论文作者
论文摘要
本文添加了一个新的变量y（$μ^{\ prime} = y（ω+m n^ϕ）$），以扩展经典纸的结果。我们利用曲线积分的属性。当y大于一定极限时，方程的有效电位没有极，那么当$ \ sqrt {2（m^2）}/{r^2 _+} <m \ m \ m \ m \ varomega_h $时，事件范围之外就没有潜在的良好。
This paper adds a new variable y($μ^{\prime}=y(ω+m N^ϕ)$) to extend the results of the classic paper. We exploit the properties of curve integrals. When y is greater than a certain limit, the effective potential of the equation has no pole, then there is no potential well outside the event horizon, when $\sqrt{2(m^2)}/{ r^2_+}< ω< m\varOmega_H$,so the BTZ black hole was superradiantly stable at that time.
