论文标题
逃离带球形驱动的黑洞
Escape from a black hole with spherical warp drive
论文作者
论文摘要
在本文中，提出了一类经式驱动器（WD）类型指标，以球形和平面波或壳的形式。特别是，这些指标可以描述球形WD从内而外的黑洞的地平线通过。在此指标中，可以通过标量，向量和费米昂磁场的示例证明了物理场的非单个进化。经线通过田地的通过伴随着孤子状的配置（Kinks）。普朗克级WD的限制情况可以导致黑洞内部奇异性的蒸发，而颗粒和信息逃入外层空间，并且还可以提出EPR = WD猜想。
In this paper, a class of the warp drive (WD) type metrics is proposed in the form of spherical and plane waves or shells. In particular, these metrics can describe the passage of spherical WD through the horizon of a black hole from the inside out. In this metrics, non-singular evolution of physical fields is possible, which is demonstrated by examples of scalar, vector and fermion fields. The passage of a warp-wave through the fields is accompanied by soliton-like configurations (kinks). The limiting case of Planck-scale WD can lead to the evaporation of singularities inside black holes with the escape of particles and information into outer space, and the EPR=WD conjecture can also be proposed.
