Spin polarization dynamics in the Gubser-expanding background
Rajeev Singh, Gabriel Sophys, Radoslaw Ryblewski
TL;DR
This paper investigates how spin polarization evolves within a Gubser-expanding conformal fluid, deriving equations of motion and analyzing their properties to understand spin dynamics in expanding relativistic fluids.
Contribution
It extends the analysis of conformal transformation properties to include angular momentum conservation and derives explicit equations for spin evolution in this context.
Findings
Derived explicit equations of motion for spin components.
Analyzed conformal transformation properties of conservation laws.
Found special solutions illustrating spin dynamics.
Abstract
Evolution of spin polarization in the Gubser-expanding conformal perfect-fluid hydrodynamic background is studied. The analysis of the conformal transformation properties of the conservation laws is extended to the case of the angular momentum conservation. The explicit forms of equations of motion for spin components are derived and analysed, and some special solutions are found.
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