论文标题
裸奇异点附近的带电颗粒的衰减和超级柔骨过程而无需微调
Decay of charged particles near naked singularities and super-Penrose process without fine-tuning
论文作者
论文摘要
我们考虑了Reissner-Nordström公制中裸奇异性附近的Penrose过程。粒子0在某个时候从无穷大落到两个片段$ r_ {0} $。我们表明，由于此过程所产生的能量提取可以在限制$ r_ {0} \ rightarrow 0 $中无限期大。在这样做的过程中，与先前已知的penrose过程的示例相比，粒子电荷的值可以保持界限。即使在平坦的节奏时间的极限下，效果仍然存在。
We consider the Penrose process near the naked singularity in the Reissner-Nordström metric. Particle 0 falls from infinity and decays to two fragments at some point $r_{0}$. We show that the energy extraction due to this process can be indefinitely large in the limit $r_{0}\rightarrow 0$. In doing so, the value of the particle charge can remain bounded, in contrast to the previously known examples of the Penrose process in the electric field with unbounded energy extraction. The effect persists even in the limit of the flat pace-time.
