Commensurability Effects at Nonmatching Fields for Vortices in Diluted Periodic Pinning Arrays
arXiv:cond-mat/0611764 · doi:10.1103/PhysRevB.76.094512
Abstract
Using numerical simulations, we demonstrate that superconductors containing periodic pinning arrays which have been diluted through random removal of a fraction of the pins have pronounced commensurability effects at the same magnetic field strength as undiluted pinning arrays. The commensuration can occur at fields significantly higher than the matching field, produces much greater critical current enhancement than a random pinning arrangement due to suppresion of vortex channeling, and persists for arrays with up to 90% dilution. These results suggest that diluted periodic pinning arrays may be a promising geometry to increase the critical current in superconductors over a wide magnetic field range.
arXiv comment6 pages, 5 postscript figures. Version to appear in Phys. Rev. B
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- Moving Vortex Phases, Dynamical Symmetry Breaking, and Jamming for Vortices in Honeycomb Pinning Arrays
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- Pinning, Ordering, and Dynamics of Vortices in Conformal Crystal and Gradient Pinning Arrays
- Enhancing superconducting critical current by randomness
- Vortex ratchet reversal at fractional matching fields in kagomé-like array with symmetric pinning centers
- Pinning, Flux Diodes, and Ratchets for Vortices Interacting with Conformal Pinning Arrays
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- Active Rheology and Anti-Commensuration Effects For Driven Probe Particles on Two Dimensional Periodic Pinning Substrates