Abstract
By solving the time dependent Ginzburg–Landau equations, we investigated the influence of an internal triangular arrangement of point-like defects on the vortex configurations in a thin mesoscopic sample. The effect of the number of internal defects and their nature on the entrance position of the vortex is studied for a very thin circular sample. We found that the interplay between the vortex–vortex repulsion, the vortex–defect interaction and the interaction with the sample border leads to non-commensurate vortex configurations.
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