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

TL;DR

This paper derives generalized Frohlich relations for charge density waves in quasi-one-dimensional conductors, accounting for arbitrary electromagnetic field orientations and polarization effects, and calculates the CDW Hall constant.

Contribution

It introduces a generalized theoretical framework for CDW currents in arbitrary electromagnetic fields, extending previous models by including polarization corrections.

Findings

Derived equations for transverse CDW currents in arbitrary fields

Established generalized Frohlich relations incorporating polarization effects

Calculated the CDW Hall constant for the system

Abstract

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.