Vortex in a relativistic perfect isentropic fluid and Nambu Goto dynamics
B. Boisseau
TL;DR
This paper investigates the dynamics of vortex lines in a relativistic perfect isentropic fluid, deriving Nambu-Goto equations under specific symmetry deformations, revealing new insights into vortex behavior in relativistic fluids.
Contribution
It introduces a novel approach to modeling vortex line dynamics in relativistic fluids using Nambu-Goto equations derived from symmetry deformations.
Findings
Nambu-Goto equations describe vortex line dynamics in stiff relativistic fluids.
Weak deformation of cylindrical symmetry leads to new vortex behavior insights.
The study bridges fluid dynamics and string theory concepts in a relativistic context.
Abstract
By a weak deformation of the cylindrical symmetry of the potential vortex in a relativistic perfect isentropic fluid, we study the possible dynamics of the central line of this vortex. In "stiff" material the Nanbu-Goto equations are obtained
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