We study the analytical properties of charge density waves, in presence of quenched random impurities, at the depinning transition. We deduce the equation for the threshold field, as a function of the coupling constant, in the strong pinning regime, by means of a mean field approach. The results are in excellent agreement with previous calculations and numerical simulations. The concept of criticality is carefully examined. showing the presence of different critical lines, corresponding to the static and dynamic definition of the phase transition. A qualitative interpretation of the effects of temperature on the critical field is also proposed, which agrees with the experimental behaviour of quasi-unidimensional metals.
STATIC AND DYNAMIC PHASE-TRANSITION IN PINNED CHARGE-DENSITY WAVES
CORBERI, Federico
1994-01-01
Abstract
We study the analytical properties of charge density waves, in presence of quenched random impurities, at the depinning transition. We deduce the equation for the threshold field, as a function of the coupling constant, in the strong pinning regime, by means of a mean field approach. The results are in excellent agreement with previous calculations and numerical simulations. The concept of criticality is carefully examined. showing the presence of different critical lines, corresponding to the static and dynamic definition of the phase transition. A qualitative interpretation of the effects of temperature on the critical field is also proposed, which agrees with the experimental behaviour of quasi-unidimensional metals.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.
