Quasi–one-dimensional charge density wave in electromagnetic field arbitrary oriented to conducting chains: Generalized Fröhlich relations

We derive equations for the collective CDW-current transverse conducting chains in a quasi–one-dimensional CDW conductor. Generalized Fröhlich relations between the transverse currents and phase gradients are due to the polarization corrections to the 1+1 chiral anomaly Lagrangian. The CDW Hall constant RCDW is calculated, $R_{\rm CDW}\sim T^2_{\rm C}/I_{\rm CDW}$, where TC is the critical temperature of the Peierls transition, and ICDW is the nonlinear CDW current in the direction parallel to the conducting chains