MAGNETIZATION AND RELAXATION CURVES OF FAST RELAXING HIGH-TC SUPERCONDUCTORS

The magnetization curves of rapidly relaxing type-II superconductors are calculated by means of Monte Carlo simulations and numerical solutions of the partial differential equation for thermally activated flux-creep. Several models for the current dependence of the activation energy (U(j) = U(c)(1-j/j(c)), U(j) = (U(c)/mu) ((j(c)/j)mu-1) and U(j) = U(c)ln(j(c)/j)) are considered. The calculated curves reproduce all the features exhibited by experimental magnetization curves, even when the critical current is assumed to be field-independent. This remarkable result shows explicitly that strong flux relaxation effects can lead to spurious field-dependent critical currents. The characteristics features of the magnetization curves are related to the relaxation behaviour of the corresponding flux density profiles. The dependence of hysteresis loops on the magnetic field sweep rate is investigated in detail and is shown to contain basically the same information as the time dependence of the magnetization during relaxation.