The present paper deals with the Schwarzschild black holes with quintessence whose geometry is sourced by a magnetic monopole in the context of non-linear electrodynamics. After briefly discussing the timelike geodesics and radial motion, a special attention is given to the Dirac equation. In the massless case, the radial function is expressed in terms of Heun general functions. The outgoing wave solutions are used to compute the Hawking temperatures on the horizons and the corresponding heat capacities.

中文翻译：

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史瓦西黑洞周围的狄拉克费米子精髓

本文讨论了史瓦西黑洞的精髓，其几何形状源自非线性电动力学背景下的磁单极子。在简要讨论了类时测地线和径向运动之后，特别关注狄拉克方程。在无质量的情况下，径向函数用 Heun 通用函数表示。传出波解用于计算地平线上的霍金温度和相应的热容。