Abstract

In anisotropic superconductors having an arbitrary orientation of the sample surface relative to the crystal principal axes, the surface critical field H c 3 is less than 1.695H c 2 unless the field is situated along one of the principal crystal planes. Below H c 3 in the vicinity of nucleation, the order parameter scales as √H c 3 - H. Computational studies for infinite cylinders having rectangular cross sections are presented which show that, due to corners and a finite cross section, the surface superconductivity state persists for fields above the theoretically predicted value for semi-infinite samples. They also show that vortices exist within the surface superconductivity sheath above the bulk critical field.

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