Boosted Rotating Dyonic Strings in Salam-Sezgin Model

Abstract

We show that the bosonic sector of the $N=(1,0),6D$ Salam-Sezgin gauged supergravity model possesses a $T$-duality symmetry upon a circle reduction to $D=5$. We then construct a simple magnetic rotating string solution with two equal angular momenta. Applying the $T$-duality transformation to this solution, we obtain the general boosted rotating dyonic black string solutions whose global structures and thermodynamic quantities are also analyzed. Owing to the fact that the solutions are not asymptotically flat, we find that there are two distinct globally-different non-extremal solutions with two different sets of thermal dynamic variables, with both satisfying the thermodynamic first law and the corresponding Small relations. However, their BPS limit becomes the same and we show that it preserves one quarter of supersymmetry by directly solving the corresponding Killing spinor equations.

arXiv commentLateX, 22 pages, no figure, typos corrected, comments and a reference added,

References in corpus (20)

• Rotating Charged Black Hole Solution in Heterotic String Theory
• General Non-Extremal Rotating Black Holes in Minimal Five-Dimensional Gauged Supergravity
• General Rotating Five Dimensional Black Holes of Toroidally Compactified Heterotic String
• The D4-D8 Brane System and Five Dimensional Fixed Points
• Gauged Six-dimensional Supergravity from Massive Type IIA
• Near Horizon Geometry of Rotating Black Holes in Five Dimensions
• Higher derivative corrections to Kerr black hole thermodynamics
• Matter Coupled F(4) Gauged Supergravity Lagrangian
• General Nonextremal Rotating Charged AdS Black Holes in Five-dimensional $U(1{)}^3$ Gauged Supergravity: A Simple Construction Method
• The Gaugings of Maximal D=6 Supergravity
• A systematic search for anomaly-free supergravities in six dimensions
• A New Anomaly-Free Gauged Supergravity in Six Dimensions
• Fine Tuning and Six-Dimensional Gauged $N=(1,0)$ Supergravity Vacua
• New D=6, N=(1,1) Gauged Supergravity with Supersymmetric (Minkowski)_4 X S^2 Vacuum
• Negative Corrections to Black Hole Entropy from String Theory
• Variant N=(1,1) Supergravity and (Minkowski)_4 x S^2 Vacua
• Pseudo-Supergravity Extension of the Bosonic String
• Supergravities with Minkowski x Sphere Vacua
• Dyonic Black Strings and the Charge Lattice in Salam-Sezgin model
• On the consistency of a class of R-symmetry gauged 6D N=(1,0) supergravities

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