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Mass inflation inside non-abelian black holes

机译:非阿比越亚黑洞内部通货膨胀

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摘要

The interior geometry of static, spherically symmetric black holes of the Einstein-Yang-Mills-Higgs theory is analyzed. It is found that in contrast to the Abelian case generically no inner (Cauchy) horizon is formed inside non-Abelian black holes. Instead the solutions come close to a Cauchy horizon but then undergo an enormous growth of the mass function, a phenomenon which can be termed 'mass inflation' in analogy to what is observed for perturbations of the Reissner-Nordstr#phi#m solution. A significant difference between the theories with and without a Higgs field is observed. Without a Higgs field the YM field induces repeated cycles of mass inflation - taking the form of violent 'explosions'- interrupted by quiescent periods and subsequent approaches to an almost Cauchy horizon. With the Higgs field no such cycles occur. Besides the generic solutions there are non-generic families with a Schwarzschild, Reissner-Nordstr#phi#m and a pseudo Reissner-Nordstr#phi#m type singularity at r=0.
机译:分析了爱因斯坦 - 阳米尔斯 - HIGGS理论的静态,球形对称黑洞的内部几何形状。结果发现,与阿比越单的情况相比,没有内部(Cauchy)地平线形成在非雅中黑洞内。而是解决方案靠近Cauchy Horizo​​ n,但随后经历大量函数的巨大增长,这是一种可以将“质量通胀”的现象类似于reissner-nordstr#phi#m解决方案的扰动。观察到有和没有HIGGS场的理论之间的显着差异。没有HIGGS领域,YM字段诱导重复的质量通胀循环 - 以静态时期中断的暴力“爆炸”的形式,以及随后的几乎Cauchy地平线的方法。使用HIGGS字段不会发生这种循环。除了通用解决方案外,还有一个非泛型家庭,带有施瓦茨谢尔,reissner-nordstr#phi#m和一个伪reissner-nordstr#phi#m in tye in in r = 0。

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