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Through a Black-Hole Into a New Universe

Valeri P. Frolov, M. A. Markov, Viatcheslav Mukhanov

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Abstract

The internal structure of spacetime inside a black hole is investigated on the assumption that some limiting curvature exists. It is shown that the Schwarzchild metric inside a black hole can be attached to the de Sitter one at some spacelike junction surface which may represent a short transition layer. The possible fate of the de Sitter space which arises in the interior of a black hole in this model is discussed.

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What this paper is about

The internal structure of spacetime inside a black hole is investigated on the assumption that some limiting curvature exists. It is shown that the Schwarzchild metric inside a black hole can be attached to the de Sitter one at some spacelike junction surface which may represent a short transition layer. The possible fate of the de Sitter space which arises in the interior of a black hole in this model is discussed.

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Available abstract

The internal structure of spacetime inside a black hole is investigated on the assumption that some limiting curvature exists. It is shown that the Schwarzchild metric inside a black hole can be attached to the de Sitter one at some spacelike junction surface which may represent a short transition layer. The possible fate of the de Sitter space which arises in the interior of a black hole in this model is discussed.

Key concepts: de Sitter–Schwarzschild metric, White hole, Black hole (networking), Physics, De Sitter universe, Nonsingular black hole models, Limiting, Charged black hole

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