A non-boost-invariant solution of relativistic hydrodynamics in 1+3 dimensions
arXiv:1512.04221 · doi:10.1103/PhysRevD.93.016012
Abstract
We present a new solution of relativistic hydrodynamics in 1+3 dimensions which depends on both the transverse coordinate and rapidity. At early times the flow expands dominantly longitudinally in a non-boost-invariant manner, and at late times it expands nearly spherically. These two regimes are shown to be related by symmetry. The effect of viscosity is also discussed.
10 pages, 6 figures
References in corpus (10)
- Landau Hydrodynamics Reexamined
- Unified description of Bjorken and Landau 1+1 hydrodynamics
- Detailed description of accelerating, simple solutions of relativistic perfect fluid hydrodynamics
- Entropy flow of a perfect fluid in (1+1) hydrodynamics
- Exact analytical solutions of second-order conformal hydrodynamics
- A Co-moving Coordinate System for Relativistic Hydrodynamics
- A systematic study of exact solutions in second-order conformal hydrodynamics
- Flow harmonics within an analytically solvable viscous hydrodynamic model
- Multipole solution of hydrodynamics and higher order harmonics
- Analytical Solutions of Landau (1+1)-Dimensional Hydrodynamics
Cited by in corpus (3)
- Pseudorapidity distribution and decorrelation of anisotropic flow within CLVisc hydrodynamics
- Transverse flow induced by inhomogeneous magnetic fields in the Bjorken expansion
- Evolution of magnetic fields from the 3+1 dimensional self-similar and Gubser flows in ideal relativistic magnetohydrodynamics