Critical phenomena in gravitational collapse have attracted much attention since the pioneering work of Choptuik l. From the known results obtained so far, the following emerges 2: Critical collapse in general can be divided into two different types according to whether or not the black hole mass near the threshold of the black hole formation takes the form MBH OC (P-P*)^, where P characterizes the strength of the initial data in such a way that when P > P* a black hole will be formed, and when P < P* no black hole will be formed. When the mass of black holes does not take the above form, the collapse is referred to as Type I collapse, while it does, it is referred to as Type II collapse. In Type I collapse, the critical solutions found so far have neither continuous self-similarity (CSS) nor discrete self-similarity (DSS), while in Type II collapse the critical solutions have either CSS or DSS.
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机译:以自Choptuik L的开创性工作以来,引力崩溃的临界现象引起了很多关注。从迄今为止所获得的已知结果,以下出现2:一般来说临界崩溃可以根据黑洞形成阈值是否接近的黑洞质量呈现出两种不同的类型,这是mbh oc(pp *) ^,其中P以这样的方式表征初始数据的强度,即当P> P *将形成黑洞时,并且当P