论文标题
各向异性Tolman V解决方案通过最小重力解耦方法
Anisotropic Tolman V Solution by Minimal Gravitational Decoupling Approach
论文作者
论文摘要
在本文中，我们考虑了众所周知的Tolman V完美流体解决方案，并使用最小几何变形方法将其扩展到其各向异性版本，并以图形方式分析新版本的新版本的行为。耦合常数对各向异性因子的影响已经以图形方式进行测量和显示。还讨论了内部和外部几何表面的匹配条件。通过介绍溶液的物理分析，已经研究了溶液的生存能力。
In this paper, we consider well known Tolman V perfect fluid solution and extend it to its an anisotropic version using gravitational decoupling by minimal geometric deformation approach and analyze the behavior of new version of the solution graphically. The effects of coupling constant on anisotropic factor has been measured and presented graphically. The matching conditions at the surface of inner and outer geometry have also been discussed. The viability of the solution has been studied by presenting the physical analysis of the solution.
