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Механика. Динамика          Автор Michael P.          Издательство Книга по Требованию

Global versus Local Aspects of Critical Collapse. A Numerical Study of Critical Phenomena, Power-Law Tails and Quasinormal Modes in Compactified Spacetime
204 стр. мягкая обложка

автор:Michael P.
издательство: Книга по Требованию
цена:3985 руб
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Near criticality the system exhibits self-similarity, scaling and universality. Critical gravitational collapse occurs when the attractive and repulsive forces are almost in balance. In general relativity, the dynamics of the collapse of matter under its own weight can be understood in terms of the competition between gravitational attraction and repulsive internal forces. The endstate of such an isolated system is typically either dispersion to flat space or the collapse to a black hole. The critical collapse of a massless scalar field coupled to Einstein' s equations is numerically investigated in spherical symmetry from both global and local points of view using radial compactification. It is found that self-similarity is observable not just locally but also from future null infinity. A surprising correlation between the radiation signal with the period of the first quasinormal mode is pointed out and an argument is made that for astrophysical observers the relevant falloff rate of power-law tails is that of future null infinity. The author, Michael Puerrer, gives an introduction to the numerical solution of characteristic initial value problems in general relativity.

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