论文标题
$ c $ - metric中无质量狄拉克粒子的精确解决方案类别
Classes of exact solutions for the massless Dirac particle in the $C$-metric
论文作者
论文摘要
研究了$ c $ metric中的无质量狄拉克粒子，代表均匀加速的黑洞的外部重力场。获得了（Quasi）对径向方程的径向和极性部分的类别，每个溶液都等同于通用Heun方程〜（GHE），以利用GHE的基础$ SU（1,1）$代数结构。
The massless Dirac particle in the $C$-metric, representing the exterior gravitational field of a uniformly accelerating black hole, is studied. Classes of (quasi-)polynomial solutions to the radial and the polar parts of the Dirac equation, each of which is equivalent to the general Heun equation~(GHE), are obtained exploiting the underlying $su(1,1)$ algebraic structures of the GHE.
