Frequency Dependences of Conductivity and Dielectric Permeability of a One‐Dimensional Disordered Conductor

Abstract
The frequency dependences of conductivity and dielectric permeability of a one‐dimensional disordered conductor were calculated by means of the numerical solution of the Berezinskii equations. The experimental results on the frequency dependences of conductivity and dielectric permeability in TTF‐TCNQ are analyzed and a free path time τi−1 ≈︁ 1000 cm−1 is found. In case of isotropic electron‐phonon scattering the temperature dependences of dc conductivity and dielectric permeability in a one‐dimensional disordered conductor is calculated numerically.