Yoshimasa Hidaka, Yuji Hirono, Taro Kimura, Yuki Minami
Published 2012-06-04Version 1
We introduce a kind of electromagnetism, which we call viscoelastic-electromagnetism, to investigate viscoelastic transport phenomena. It is shown that Cartan's formalism of general relativity is essential for viscoelastic theory, and then the corresponding electric and magnetic fields are regarded as a velocity gradient and a Burgers vector density, respectively. As an application of this formalism, the Streda formula for the Hall viscosity is obtained.
Comments: 11 pages, no figure
Hall viscosity, topological states and effective theories
Hall viscosity in quantum systems with discrete symmetry: point group and lattice anisotropy
Non-Abelian adiabatic statistics and Hall viscosity in quantum Hall states and p_x+ip_y paired superfluids
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