From extended phase space dynamics to fluid theory
Jens Zamanian, Martin Stefan, Mattias Marklund, Gert Brodin

TL;DR
This paper develops a fluid theory for spin-1/2 particles from an extended kinetic model, highlighting the importance of a pressure-like term in the spin density evolution and demonstrating its significance in a linear mode analysis.
Contribution
It introduces a novel fluid model derived from a spin-projected kinetic framework, incorporating a pressure-like term in the spin dynamics.
Findings
The pressure-like term significantly affects the spin evolution.
The model reproduces a known linear mode in spin kinetic theory.
The extended kinetic approach provides new insights into spin fluid behavior.
Abstract
We derive a fluid theory for spin-1/2 particles starting from an extended kinetic model based on a spin-projected density matrix formalism. The evolution equation for the spin density is found to contain a pressure-like term. We give an example where this term is important by looking at a linear mode previously found in a spin kinetic model.
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