Second order hydrodynamics of a CFT plasma from boost invariant expansion
arXiv:0808.1601 · doi:10.1016/j.nuclphysb.2008.10.012
Abstract
We compute finite coupling correction to a nonlinear second order hydrodynamic coefficient in the boost invariant expansion of the N=4 supersymmetric Yang-Mills plasma. The result is universal for a large class of strongly coupled four dimensional conformal gauge theories.
34 pages; v2: new section on alternative computational framework added, same result
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- Holographic nonlinear hydrodynamics from AdS/CFT with multiple/non-Abelian symmetries
- Constructing higher-order hydrodynamics: The third order
- From strong to weak coupling in holographic models of thermalization
- Second-order transport, quasinormal modes and zero-viscosity limit in the Gauss-Bonnet holographic fluid
- On the universal identity in second order hydrodynamics
- Relativistic Fluid Dynamics In and Out of Equilibrium -- Ten Years of Progress in Theory and Numerical Simulations of Nuclear Collisions
- Transport coefficients, membrane couplings and universality at extremality
- Higher Derivative Corrections to Shear Viscosity from Graviton's Effective Coupling
- The dynamics of quark-gluon plasma and AdS/CFT
- Shear Viscosity to Entropy Density Ratio in Six Derivative Gravity
- Fluid/gravity correspondence: Second order transport coefficients in compactified D4-branes
- Momentum and charge transport in non-relativistic holographic fluids from Hořava gravity
- Holographic constraints on Bjorken hydrodynamics at finite coupling
- sQGP as hCFT
- Non-conformal holographic Gauss-Bonnet hydrodynamics
- Second order equilibrium transport in strongly coupled supersymmetric Yang-Mills plasma via holography
- Sensitivity of holographic SYM plasma hydrodynamics to finite coupling corrections
- Dissipative Bjorken hydrodynamics from an AdS Schwarzschild black hole
- Second order transport coefficients of nonconformal relativistic fluids in various dimensions from Dp-brane
- Parity asymmetric boost invariant plasma in AdS/CFT correspondence
- Surface Layers in the Gravity/Hydrodynamics Correspondence