Black diholes with unbalanced magnetic charges
arXiv:hep-th/0101221 · doi:10.1103/PhysRevD.64.024019
Abstract
We present a technique that can be used to generate a static, axisymmetric solution of the Einstein-Maxwell-Dilaton equations from a stationary, axisymmetric solution of the vacuum Einstein equations. Starting from the Kerr solution, Davidson and Gedalin have previously made use of this technique to obtain a pair of oppositely charged, extremal dilatonic black holes, known as a black dihole. In this paper, we shall instead start from the Kerr-NUT solution. It will be shown that the new solution can also be interpreted as a dihole, but with the black holes carrying unbalanced magnetic charges. The effect of the NUT-parameter is to introduce a net magnetic charge into the system. Finally, we uplift our solution to ten dimensions to describe a system consisting of D6 and anti-D6-branes with unbalanced charges. The limit in which they coincide agrees with a solution recently derived by Brax et al..
15 pages, LaTeX, final version to be published in PRD
Cited by in corpus (17)
- Microscopic Formulation of Black Holes in String Theory
- Macroscopic and Microscopic Description of Black Diholes
- On the gravitational energy of the Kaluza Klein monopole
- Non-Singular Solutions for S-branes
- Analogs of the double-Reissner-Nordstrom solution in magnetostatics and dilaton gravity: mathematical description and some physical properties
- Black diholes in five dimensions
- M-theory lift of brane-antibrane systems and localised closed string tachyons
- Supergravity Approach to Tachyon Potential in Brane-Antibrane Systems
- A combined Majumdar-Papapetrou-Bonnor field as extreme limit of the double-Reissner-Nordstrom solution
- Higher dimensional Kaluza-Klein Monopoles
- Accelerating black diholes and static black di-rings
- On the physical parametrization and magnetic analogs of the Emparan-Teo dihole solution
- Non-SUSY -branes, bubbles and tubular branes
- Charged Dual String Vacua from Interacting Rotating Black Holes Via Discrete and Nonlinear Symmetries
- Charging Interacting Rotating Black Holes in Heterotic String Theory
- Newman-Janis Algorithm from Taub-NUT Instantons
- Fluxbranes Delaying Brane-Antibrane Annihilation