Fluctuation Resistivity in One-Dimensional Metals
- 29 July 1974
- journal article
- research article
- Published by American Physical Society (APS) in Physical Review Letters
- Vol. 33 (5), 305-308
- https://doi.org/10.1103/physrevlett.33.305
Abstract
The resistivity of one-dimensional metals is calculated for two models in which impurity scattering is the only mechanism for dissipating momentum. In the first model, impurity scattering is added to the Fröhlich Hamiltonian. In the fluctuation regime above an incommensurate Peierls transition it is found that the resistivity is enhanced. For a general two-body interaction Hamiltonian it is found that charge-density-wave fluctuations predominate over Cooper-pair fluctuations leading to enhanced resistivity.Keywords
This publication has 15 references indexed in Scilit:
- Conductivity from charge or spin density wavesSolid State Communications, 1974
- Phonon drag contribution to the conductivity above the Peierls transition temperaturePhysics Letters A, 1974
- Theory of fluctuation superconductivity from electron-phonon interactions in pseudo-one-dimensional systemsPhysical Review B, 1974
- Conductivity, Superconductivity, and the Peierls InstabilityPhysical Review Letters, 1973
- Application of the renormalization group technique to the problem of phase transition in one-dimensional metallic systems. II. Response functions and the ground-state problemJournal of Low Temperature Physics, 1973
- Application of the renormalization group technique to the problem of phase transition in one-dimensional metallic systems. I. Invariant couplings, vertex, and one-particle Green's functionJournal of Low Temperature Physics, 1973
- Remarks on giant conductivity in TTF-TCNQSolid State Communications, 1973
- Superconducting fluctuations in one-dimensional organic solidsSolid State Communications, 1973
- Superconducting fluctuations and the peierls instability in an organic solidSolid State Communications, 1973
- Zur Theorie der elektrischen und thermischen Leitfähigkeit von MetallenAnnalen der Physik, 1930