Article ID | Journal | Published Year | Pages | File Type |
---|---|---|---|---|
1817385 | Physica C: Superconductivity and its Applications | 2016 | 9 Pages |
•A numerical investigation of magnetic vortex dynamics of a deformable superconductor with prestrains is presented.•The prestrain has a remarkable influence on the magnetic vortex distribution and dynamics.•The different prestrains, i.e., pre-given compression and tension strains, result in dissimilar characteristics.•The energy density and spectrum in the deformable superconductor are demonstrated.
Based on the time-dependent Ginzburg–Landau (TDGL) theory and the linear deformation theory, we present a numerical investigation of magnetic vortex characteristics of a type-II deformable superconductor with prestrain. The effect of prestrain on the wave function, vortex dynamics and energy density of a superconducting film is analyzed by solving the nonlinear TDGL equations in the presence of magnetic field. The results show that the prestrain has a remarkable influence on the magnetic vortex distribution and the vortex dynamics, as well as value of wave function of the superconductor. The different prestrains, i.e., pre-given compression and tension strains, result in dissimilar characteristics on a half-plane of deformable superconductor in an applied magnetic field, and the vortex distribution and entrance in a two dimensional superconducting film. The studies demonstrated that the compression prestrain may speed up the vortexes entering into the region of the superconducting film and increases the vortex number in comparison with those of free-prestrain case, while the tension prestrain shows the reversal features. The energy density and spectrum in the superconductor are further demonstrated numerically and discussed. The present investigation is an attempt to give insight into the superconductivity and electromagnetic characteristics taking into account the elastic deformation in superconductors.