In this paper, we examine the complexity factor for a dynamical spherical system with dissipative charged anisotropic fluid. We evaluate the Einstein-Maxwell field equations and structure scalars using Bel’s approach which help to discuss the structure as well as evolution of a self-gravitating system. We measure the complexity factor for the pattern of evolution through the homologous condition and homogeneous expansion. We also analyze the stability of vanishing complexity condition for dissipative and non-dissipative fluids. It is found that the complexity as well as stability of the spherical system increases and decreases, respectively, under the effects of electromagnetic field.

中文翻译：

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带电耗散动力系统的复杂度因子

在本文中，我们研究了具有耗散带电各向异性流体的动态球形系统的复杂性因素。我们使用 Bel 的方法评估 Einstein-Maxwell 场方程和结构标量，这有助于讨论自引力系统的结构和演化。我们通过同源条件和同质扩展来衡量进化模式的复杂性因素。我们还分析了耗散和非耗散流体的复杂性消失条件的稳定性。研究发现，在电磁场的作用下，球面系统的复杂度和稳定性分别增加和减少。