Black hole no hair conjecture in the Einstein-Maxwell-scalar system in asymptotically de Sitter spacetime

Physics

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Classical Black Holes, Exact Solutions, Relativity And Gravitation

Scientific paper

We discuss a charged black hole with a scalar field in asymptotically de Sitter spacetime in the Einstein-Maxwell-scalar-Λ system. By imposing the spherically symmetric ansatz we find that there is no solution when the scalar field is massless or has the ``convex'' potential. We also investigate the double well potential as an example of the generic non-negative potential, and find the nontrivial solutions. The scalar field of these solutions must pass over the top of the potential barrier several times; i.e., they have a node number. However, these solutions have just the same number of the unstable modes as their node number in the linear perturbation analysis. This suggests that the black hole no-hair conjecture holds in this system.

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