Gravitational chiral anomaly and anomalous transport for fields with spin 3/2

We construct the hydrodynamic expansion for a rotating and accelerated medium in a curved space-time, and establish the relationship between the currents generated by the cosmological constant and the acceleration. Then we consider the more general case with a nonzero Weyl tensor, and show the duality between the current in flat space-time and the gravitational axial anomaly. This generalizes the previous derivation to the case with a nonzero Ricci tensor. Published by the American Physical Society 2024

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Gravitational chiral anomaly and anomalous transport for fields with spin 3/2

Cited by 3 publications

References 37 publications

Anomalous transport from geometry

Anomalous transport from geometry

Unruh effect in curved spacetime and hydrodynamics

Hydrodynamical dual of the gravitational axial anomaly and the cosmological constant

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