  We study the hydrodynamics of a gas of noninteracting Weyl fermions coupled
to the electromagnetic field in $(2N + 1) + 1$ spacetime dimensions using the
chiral kinetic theory, which encodes the gauge anomaly in the Chern character
of the nonabelian Berry connection over the Fermi surface. We derive the
anomalous contributions to the relativistic hydrodynamic currents in
equilibrium and at a finite temperature, which agree with and provides an
approach complementary to the results derived previously using thermodynamic
constraints.
