Quasi-one-dimensional charge density wave in electromagnetic field arbitrarily oriented to conducting chains: generalized Frohlich relations

Alexander S. Rozhavsky; Engineering); Igor A. Romanovsky (B.I.Verkin Institute for Low Temperature Physics; Yurij V. Pershin

arxiv: cond-mat/9812162 · v1 · submitted 1998-12-09 · ❄️ cond-mat.str-el · cond-mat.mes-hall

Quasi-one-dimensional charge density wave in electromagnetic field arbitrarily oriented to conducting chains: generalized Frohlich relations

Alexander S. Rozhavsky , Yurij V. Pershin , Igor A. Romanovsky (B.I.Verkin Institute for Low Temperature Physics , Engineering) This is my paper

classification ❄️ cond-mat.str-el cond-mat.mes-hall

keywords chainsconductingfrohlichgeneralizedquasi-one-dimensionalrelationstransverseanomaly

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We derive equations for the collective CDW-current transverse conducting chains in a quasi-one-dimensional CDW-conductor. Generalized Frohlich relations between the transverse currents and phase gradients are due to the polarization corrections to the 1+1 chiral anomaly Lagrangean. The CDW Hall constant is calculated.

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Quasi-one-dimensional charge density wave in electromagnetic field arbitrarily oriented to conducting chains: generalized Frohlich relations

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