论文标题
谐波薄壳虫洞由指标依赖的状态方程式支撑
Harmonic Thin-Shell Wormhole Supported by Metric-Dependent Equation of State
论文作者
论文摘要
摘要这本简短的论文研究了由特定类型的外来流体支持的一般性薄壳虫洞的谐波行为。外来的流体遵守一个从未有过的状态方程式。这种状态方程的量身定制，使虫洞的喉咙在阻尼到平衡半径之前经历了谐波样行为。最终，在此框架中研究了镜像对称的schwarzschild薄壳虫洞。
Abstract This short paper investigates the harmonic behavior of a general-relativistic thin-shell wormhole supported by a particular type of exotic fluid. The exotic fluid obeys a never-studied-before metric-dependent equation of state. This equation of state is tailored such that the wormhole's throat undergoes a harmonic-like behavior before damping to an equilibrium radius. Eventually, the mirror-symmetric Schwarzschild thin-shell wormhole is studied in this framework as an example.
