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Technical issues in a spherical system coupled with isotropic matter distribution and the horizon problem with higher curvature quantities

机译:具有各向同性物质分布的球面系统中的技术问题以及曲率量较大的地层问题

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摘要

In this paper, we explore some technical issue in the study of a spherical system coupled with isotropic matter distribution. We also study the horizon problem under the influence of higher curvature quantities. We evaluate well-known equations of motion. We also join the exterior region with an interior one by taking the well-known matching conditions. We first find total matter content within the system and then calculate black hole and cosmological horizons. We have developed a technique for determining some dynamical variables that are involved in controlling the time duration of the emergence of horizons as well as singularities.
机译:在本文中,我们探讨了研究球面系统各向同性分布的一些技术问题。我们还研究了在较高曲率量的影响下的层位问题。我们评估著名的运动方程。通过采用众所周知的匹配条件,我们还将外部区域与内部区域连接在一起。我们首先找到系统中的总物质含量,然后计算黑洞和宇宙学视野。我们已经开发出一种用于确定一些动态变量的技术,这些动态变量涉及控制视界出现的持续时间以及奇异点。

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