Abstract
We calculate the longitudinal critical current density of a quasi-infinite anisotropic mixture of S- and N-metals in weak magnetic fields with different relative values of the electron mean free path of the normal metal and the transverse dimensions of the N- regions. When the latter are rather fine, the system can carry a proximity-induced supercurrent with density much greater than the depairing current density of the S-phase, up to fields of values which increase with decreasing impurity concentration in the N-metal.
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