Longitudinal current dissipation in Bose-glass superconductors.

  title={Longitudinal current dissipation in Bose-glass superconductors.},
  author={Nelson and Radzihovsky},
  journal={Physical review. B, Condensed matter},
  volume={54 10},
  • Nelson, Radzihovsky
  • Published 5 June 1996
  • Materials Science, Medicine, Physics
  • Physical review. B, Condensed matter
A scaling theory of vortex motion in Bose-glass superconductors with currents parallel to the common direction of the magnetic field and columnar defects is presented. Above the Bose-glass transition, the longitudinal dc resistivity {rho}{sub {vert_bar}{vert_bar}}({ital T}){approximately}({ital T}{minus}{ital T}{sub BG}){sup {nu}{sup {prime}}}{ital z}{sup {prime}} vanishes much faster than the corresponding transverse resistivity {rho}{sub {perpendicular}}({ital T}){approximately}({ital T… 
7 Citations

Topics from this paper

Patterned Geometries and Hydrodynamics at the Vortex Bose Glass Transition
In the mixed state of cuprate superconductors the magnetic field is concentrated in an array of flexible flux bundles that, much like ordinary matter, can form crystalline, liquid and glassy phases 1
High Field Vortex Glass Transition Induced by Line-Like Disorder
The vortex glass (CVG) transition due to line-like (columnar) disorder, often called the Bose-glass transition, is examined at the mean field level and using the lowest Landau level approach to the
Ginzburg-Landau Approach to the Vortex-Glass Transitions due to Line-Like Disorder
Vortex-glass transitions induced by a line-like disorder, the so-called Bose-glass (BG) transition and two types of Gaussian-splayed-glass (GSG) transitions, are studied on the basis of the lowest
Thermal depinning and transverse-field tilting transitions in a planar vortex array pinned by a columnar defect
We study a thermal and a transverse magnetic field response of a vortex line array confined to a plane with a single columnar pinning defect. By integrating out ``bulk'' degrees of freedom away from
Chaotic Behaviour of a Ball Bouncing on a Rough Inclined Line
We present a simple theoretical model which describes the motion of ball bouncing on a rough inclined line. The rough line consists of micro-facets whose orientation can be different from the line
Sliding Blocks Revisited: A Simulational Study
A computational study of sliding blocks on inclined surfaces is presented. Assuming that the friction coefficient μ is a function of position, the probability P(λ) for the block to slide down over a