Dynamical instability of the González-Díaz black hole model

Physics

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Scientific paper

The black hole model constructed by González-Díaz, with de Sitter metric inside the horizon and Schwarzschild metric outside it, is investigated by considering a spherical region with false vacuum surrounded by ordinary vacuum. The hypersurface between the two different vacuum regions is a spherical singular layer. A static solution of the equation of motion of the junction surface exists in the limit that the ``horizon positions'' of the de Sitter and Schwarzschild regions approach each other. This corresponds to the González-Díaz model. A stability analysis shows that this black hole model is dynamically unstable.

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