Multi-centered D1-D5 solutions at finite B-moduli
arXiv:1305.0831 · doi:10.1007/JHEP02(2014)043
Abstract
We study the fate of two-centered D1-D5 systems on T^4 away from the singular supergravity point in the moduli space. We do this by considering a background D1-D5 black hole with a self-dual B-field moduli turned on and treating the second center in the probe limit in this background. We find that in general marginal bound states at zero moduli become metastable at finite B-moduli, demonstrating a breaking of supersymmetry. However, we also find evidence that when the charges of both centers are comparable, the effects of supersymmetry breaking become negligible. We show that this effect is independent of string coupling and thus it should be possible to reproduce this in the CFT at weak coupling. We comment on the implications for the fuzzball proposal.
19 pages + appendices, 14 figures; v2: added important remark in example in introduction, rewrote first paragraph in sect 3.2 for clarity, other misc. small edits; as accepted for publication in JHEP
References in corpus (11)
- The fuzzball proposal for black holes
- Gravity solutions for the D1-D5 system with angular momentum
- Black Holes as Effective Geometries
- Fuzzballs with internal excitations
- Radiation from the non-extremal fuzzball
- Fuzzball solutions for black holes and D1-brane--D5-brane microstates
- Microscopic Theory of Black Hole Superradiance
- Emission from the D1D5 CFT
- An Infinite-Dimensional Family of Black-Hole Microstate Geometries
- Intertwining Relations for the Deformed D1D5 CFT
- BPS D0-D6 Branes in Supergravity
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- Counting D1-D5-P Microstates in Supergravity
- Gravitational Multipoles in General Stationary Spacetimes
- Phases of non-extremal multi-centered bound states
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- Probing Black Hole Microstate Evolution with Networks and Random Walks