Title :
Modeling of Critical Currents by a Moving Front Method
Author :
Zhilichev, Yuriy
Abstract :
Magnetic field and critical currents trapped in bulk superconductors are calculated by a moving front method. The fronts are predicted based on the solution of a series of static models. The critical currents are considered in both Bean and Kim approximations. The method has been implemented for the 2-D and 3-D test models. Good agreement in the prediction of trapped fields and magnetic moments of the superconducting rings and cylinders by the moving front and nonlinear conductivity methods has been achieved.
Keywords :
Bean model; critical currents; electrical conductivity; magnetic moments; 2-D test models; 3-D test models; Bean approximation; Kim approximation; bulk superconductors; critical currents; magnetic moments; moving front method; nonlinear conductivity; superconducting cylinders; superconducting rings; Conductivity; Critical current density (superconductivity); Current density; Magnetic fields; Magnetic moments; Superconducting epitaxial layers; Bulk superconductors; Magnetic fields; bulk superconductors; critical currents; finite element method; finite-element method; magnetic fields; moving boundary problems;
Journal_Title :
Applied Superconductivity, IEEE Transactions on
DOI :
10.1109/TASC.2015.2448454