Spin density from second order transport in fluids
Domingo Gallegos, Roi Klein, Amos Yarom
Abstract
We study the hydrodynamics of a charged fluid with spin degrees of freedom. We argue that, in a conformal field theory in 3+1 dimensions, the spin density is related to a linear combination of standard second-order transport coefficients, and an additional term quadratic in the gauge- and mixed gauge-gravitational anomaly coefficients. We compute the spin density in several free and holographic theories and compare the results.
Create a lesson
Related papers
Cassini Ansatz in the Skyrme Model
N. V. Gerasimeniuk, A. A. Korneev, A. V. Molochkov et al.
Projective geometry of second-order supersymmetry
Stevan Cebrian, Mikhail S. Plyushchay
Where's Kasner? OPE Signature of Kasner Exponents
Nejc Čeplak, Samuel Valach
Gauge Origami of the Conifold × C
Taro Kimura, Go Noshita
Homogeneous Non Symmetric Special Kähler Geometries as Broken Isometry Metrics on Symmetric CV Kähler Manifolds:a new tool for r=2 CaNNs
Pietro Fré, Mario Trigiante, Antoine Van Proeyen
Toroidal Charged AdS Branes and Deformed Toda Equations
Sangheon Yun