Two-charge rotating black holes in four-dimensional gauged supergravity

Abstract

We obtain an asymptotically AdS, non-extremal, electrically charged and rotating black hole solution of 4-dimensional U(1)^4 gauged supergravity with 2 non-zero and independent U(1) charges. The thermodynamical quantities are computed. We find BPS solutions that are nakedly singular. The solution is generalized to include a NUT parameter and dyonic gauge fields. The string frame metric has a rank-2 Killing-Stackel tensor and has completely integrable geodesic motion, and the massless Klein-Gordon equation separates for the Einstein frame metric.

15 pages; v2, v3: minor changes

References in corpus (8)

• Black Holes in Higher Dimensions
• General Kerr-NUT-AdS Metrics in All Dimensions
• Supersymmetric multi-charge AdS_5 black holes
• Generalized hidden symmetries and the Kerr-Sen black hole
• Equal charge black holes and seven dimensional gauged supergravity
• Symmetries of supergravity black holes
• Charged rotating black holes in six-dimensional gauged supergravity
• Single-charge rotating black holes in four-dimensional gauged supergravity

Cited by in corpus (15)

• Black Hole Enthalpy and an Entropy Inequality for the Thermodynamic Volume
• Dyonic AdS black holes in maximal gauged supergravity
• Rotating black holes in 4d gauged supergravity
• General Nonextremal Rotating Charged AdS Black Holes in Five-dimensional $U(1{)}^3$ Gauged Supergravity: A Simple Construction Method
• Rotating attractors and BPS black holes in $Ad{S}_4$
• Static nonextremal AdS4 black hole solutions
• Nonextremal black holes in gauged supergravity and the real formulation of special geometry
• Aspects of the dyonic Kerr-Sen-AdS${}_4$ black hole and its ultraspinning version
• Novel topological classes in black hole thermodynamics
• Charged Rotating AdS Black Hole and Its Thermodynamics in Conformal Gravity
• An $\omega$ Deformation of Gauged STU Supergravity
• Two-charged non-extremal rotating black holes in seven-dimensional gauged supergravity: The single-rotation case
• A Class of Integrable Metrics
• Spinor Fields and Symmetries of the Spacetime
• Super throats with non trivial scalars