Dyonic branes and linear dilaton background

Abstract

We study dyonic solutions to the gravity-dilaton-antisymmetric form equations with the goal of identifying new $p$-brane solutions on the fluxed linear dilaton background. Starting with the generic solutions constructed by reducing the system to decoupled Liouville equations for certain values of parameters, we identify the most general solution whose singularities are hidden behind a regular event horizon, and then explore the admissible asymptotic behaviors. In addition to known asymptotically flat dyonic branes, we find two classes of asymptotically non-flat solutions which can be interpreted as describing magnetically charged branes on the electrically charged linear dilaton background (and the $S$-dual configuration of electrically charged branes on the magnetically charged background), and uncharged black branes on the dyonically charged linear dilaton background. This interpretation is shown to be consistent with the first law of thermodynamics for the new solutions.

17 pages

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Cited by in corpus (7)

• Rotating spacetimes with a cosmological constant
• Extremal dyonic black holes in D=4 Gauss-Bonnet gravity
• Dilatonic dyon-like black hole solutions in the model with two Abelian gauge fields
• Generating dyonic solutions in 5D Einstein-dilaton gravity with antisymmetric forms and dyonic black rings
• Hawking radiation of asymptotically non-flat dyonic black holes in Einstein-Maxwell-dilaton gravity
• Rotating dyonic dipole black rings: exact solutions and thermodynamics
• Geodesic structure of five-dimensional non-asymptotically flat 2-branes