Pinning in superconductors with attractive and repulsive interaction defect-flux line

We illustrate some results of the statistical theory of pinning as well as the processes which lead to the existence of volume pinning force, and calculate some quantities determining the pinning and other effects in type II superconductors by means of a model potential for both attractive and repulsive interactions between individual defects and individual flux lines. For some of these quantities (e.g. the volume pinning force) in superconductors with line defects perpendicular to the flux lines, we find large differences with respect to the shape and character (attractive, repulsive) of the interaction potential, whereas other quantities (e.g. the maximum reversible displacement of the flux line lattice, the force on the flux line lattice in the reversible regime) are rather little dependent on the shape and the character of the interaction potential.