论文标题
单品种常规黑洞的标量扰动
Scalar Perturbations of a Single-Horizon Regular Black Hole
论文作者
论文摘要
我们研究了一个常规的黑洞时空的无质量标量场扰动，包括准模式光谱和环down波形，该时期是通过环量子重力量子量化的，该量子的量子量子灵感$ 4 $ d黑洞。与文献中考虑的其他常规黑洞中的大多数（如果不是全部）相反，所得的非发挥时空具有单个分叉的范围，因此没有大规模通胀。在内部，面积半径降低到由聚合常数（$ k $）给出的最小值，然后重新扩展为Kantowski-Sachs宇宙。我们发现，这种黑洞模型在小标量扰动上是稳定的。我们还表明，$ k $的幅度增加将降低QNM电位的高度，并以较低的频率和较小的阻尼产生振荡。
We investigate the massless scalar field perturbations, including the quasinormal mode spectrum and the ringdown waveform, of a regular black hole spacetime that was derived via the Loop Quantum Gravity inspired polymer quantization of spherical $4$D black holes. In contrast to most, if not all, of the other regular black holes considered in the literature, the resulting nonsingular spacetime has a single bifurcative horizon and hence no mass inflation. In the interior, the areal radius decreases to a minimum given by the Polymerization constant, $k$, and then re-expands into a Kantowski-Sachs universe. We find indications that this black hole model is stable against small scalar perturbations. We also show that an increase in the magnitude of $k$ will decrease the height of the QNM potential and gives oscillations with lower frequency and less damping.
