Gravastars as Nontopological Solitons

Tatsuya Ogawa, Hideki Ishihara
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Abstract

We investigate a coupled system consisting of a complex scalar field, a U(1) gauge field, a complex Higgs scalar field, and Einstein gravity. We present nontopological soliton star solutions in which the interior geometry is described by the de Sitter metric, the exterior by the Schwarzschild metric, and these two regions are attached by a spherical surface layer with a finite thickness. This structure is the same as the so-called gravastars, so we refer to these solutions as \lq solitonic gravastars\rq . We demonstrate that compact solitonic gravastars that possessing photon spheres can appear. Additionally, we study the mass and compactness of solitonic gravastars for various sets of parameters that characterize the system.
作为非拓扑孤子的引力星
我们研究了一个由复杂标量场、U(1)规量场、复杂希格斯标量场和爱因斯坦引力组成的耦合系统。我们提出了非拓扑孤星解,其中内部几何由德西特度量描述,外部由施瓦兹柴尔德度量描述,这两个区域由一个有限厚度的球形表面层连接。这种结构与所谓的引力星相同,因此我们把这些解称为 \lq solitonic gravastars\rq 。我们证明了拥有光子球的紧凑孤子引力星是可以出现的。此外,我们还研究了孤子引力星的质量和紧凑性,并给出了不同的系统参数。
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