Rotation in an exact hydro model

Abstract

We study an exact and extended solution of the fluid dynamical model of heavy ion reactions, and estimate the rate of slowing down of the rotation due to the longitudinal and transverse expansion of the system. The initial state parameters of the model are set on the basis of a realistic 3+1D fluid dynamical calculation at TeV energies, where the rotation is enhanced by the build up of the Kelvin Helmholtz Instability in the flow.

References in corpus (11)

• On the Strongly-Interacting Low-Viscosity Matter Created in Relativistic Nuclear Collisions
• Flow Vorticity in Peripheral High Energy Heavy Ion Collisions
• The initial state of ultra-relativistic heavy ion collision
• Simple solutions of relativistic hydrodynamics for systems with ellipsoidal symmetry
• Effective String Rope Model for the initial stages of Ultra-Relativistic Heavy Ion Collisions
• Fluid Dynamical Prediction of Changed v1-flow at LHC
• Simple solutions of fireball hydrodynamics for self-similar elliptic flows
• Viscous potential flow analysis of peripheral heavy ion collisions
• Generalised Planar Black Holes and the Holography of Hydrodynamic Shear
• New simple explicit solutions of perfect fluid hydrodynamics and phase-space evolution
• A new family of exact and rotating solutions of fireball hydrodynamics

Cited by in corpus (12)

• Vorticity in Heavy-Ion Collisions
• Global $\Lambda$ Polarization in high energy collisions
• Hyperon polarization in Heavy-Ion Collisions and gravity-related anomaly
• Lambda Polarization in an Exact Rotating and Expanding fluid dynamical model for peripheral heavy ion reactions
• When Is Holography Consistent?
• Probing vorticity in heavy ion collision with dilepton production
• Observables and initial conditions for rotating and expanding fireballs with spheroidal symmetry
• Study of vorticity in an exact rotating hydro model
• Differential Hanbury-Brown-Twiss for an exact hydrodynamic model with rotation
• Simple solutions of fireball hydrodynamics for rotating and expanding triaxial ellipsoids and final state observables
• Interferometry for rotating sources
• New, spherical solutions of non-relativistic, dissipative hydrodynamics