Abstract

Exact solutions of the anisotropic Ginzburg–Landau equation are derived in the elliptic function formalism. The general class of solutions is described by sn(u|k), of argument u and modulus k, which, in the limit k<<1, is approximated by sinus and, in the limit k→1, by the well-known kink solution. The superconducting carrier concentration, ns, penetration depth, λ and critical field, Hc are calculated. The concordance with experimental data and other theories is in good agreement in the range from 0.8Tc until the critical temperature.

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