论文标题
从重力去耦中球形各向异性多层的复杂性因子
Complexity factor of spherically anisotropic polytropes from gravitational decoupling
论文作者
论文摘要
在这项工作中，我们将分析L. herrera提出的复杂性因子，以通过重力解耦方法来满足多面化方程的球形对称静态物质分布。具体而言，我们将使用2步GD，该GD是扩展几何变形（EGD）的特定情况，以获得爱因斯坦方程的分析多头性溶液。为了举个例子，我们构建了一个模型，该模型使用Tolman IV作为种子解决方案满足状态的多变态方程。
In this work we will analyse the complexity factor, proposed by L. Herrera, for spherically symmetric static matter distributions satisfying a polytropic equation through the gravitational decoupling method. Specifically, we will use the 2-step GD, which is a particular case of the extended geometric deformation (EGD), to obtain analytic polytropic solutions of Einstein's equations. In order to give an example, we construct a model satisfying a polytropic equation of state using Tolman IV as a seed solution.
