Corrugated Multi-Supersheets

Abstract

We explore the multi-superthreads and supersheets solutions of six-dimensional N=1 supergravity coupled to a tensor multiplet. The solutions carry D1-D5-P charges, but no Kaluza-Klein monopole. We lay down the formalism to construct multiple supersheets with arbitrary and independent profiles. The solution is by construction free of Dirac strings in contrast to the five-dimensional construction where one has to separately solve integrability conditions. We explore this formalism to construct supersheets that fluctuate in both directions allowing a more general choice of profiles. These new solutions are genuinely six-dimensional, singular, fluctuating BPS solutions and by analyzing them we expect to learn more about the conjectured superstrata. We also derive the conditions under which different supersheets can touch, or even intersect through each other.

25 pages, 7 figures, published version

References in corpus (7)

• The fuzzball proposal for black holes
• Black Holes as Effective Geometries
• Almost BPS black holes
• U-duality and non-BPS solutions
• Multi-Center non-BPS Black Holes - the Solution
• Perturbative superstrata
• New Supersymmetric Bubbles on AdS_3xS^3

Cited by in corpus (6)

• Habemus Superstratum! A constructive proof of the existence of superstrata
• 6D microstate geometries from 10D structures
• Superdescendants of the D1D5 CFT and their dual 3-charge geometries
• Doubly-Fluctuating BPS Solutions in Six Dimensions
• Perturbative 3-charge microstate geometries in six dimensions
• Supersymmetric Dyonic Strings in 6-Dimensions from 3-Dimensions