From static to evolving geometries -- R-charged hydrodynamics from supergravity

Abstract

We show that one can obtain asymptotic evolving boost-invariant geometries in a simple manner from the corresponding static solutions. We exhibit the procedure in the case of a supergravity dual of R-charged hydrodynamics by turning on a supergravity gauge field and analyze the relevant thermodynamics. Finally we consider turning on the dilaton and show that electric and magnetic modes in the plasma equilibrate before reaching asymptotic proper times.

15 pages, no figures

References in corpus (3)

• Viscosity in Strongly Interacting Quantum Field Theories from Black Hole Physics
• Viscous plasma evolution from gravity using AdS/CFT
• The RHIC fireball as a dual black hole

Cited by in corpus (9)

• Dynamics of Baryons from String Theory and Vector Dominance
• Viscous hydrodynamics relaxation time from AdS/CFT
• Holographic nonlinear hydrodynamics from AdS/CFT with multiple/non-Abelian symmetries
• Early Time Dynamics in Heavy Ion Collisions from AdS/CFT Correspondence
• On the supergravity description of boost invariant conformal plasma at strong coupling
• A Holographic Dual of Bjorken Flow
• Flavors in an expanding plasma
• Bjorken flow from an AdS Schwarzschild black hole
• Diffusion in an Expanding Plasma using AdS/CFT