We study multiply connected superconductors by means of the magneto-optical technique. Our main aim is to explore the interesting physics and find interesting applications (e.g. a vortex transistor proposed in Phys. Rev. B 67 (2003) 212501).
Some interesting shapes, proposed by Chandran, were studied both experimentally and in simulations: Physica C 411 (2004) 1-10 we find that for these shapes the expected pattern is observed and not the one found by Chandran. For a nice movie (18Mb) click here
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| Flux penetration pattern in a square sample with a
rectangular hole.
See Physica C 411 (2004) 1-10 |
Anisotropy of critical current induced in a circular sample
with a square array of anti-dots.
See Phys. Rev. B 67 (2003) 212501 |
Flux penetration in a superconducting ring and the corresponding field distribution across the superconducting material is discussed in: Phys. Rev B 64 (2001) 144505. This is especially relevant for the determination of the critical current by magnetization measurements on superconducting rings.
Our main activity, however, in multiply connected superconductors is on superconductors that are patterned with arrays of 'anti-dots' (holes in the superconductor) and with arrays of magnetic dots. In the latter case, the properties of the superconductor can be changed after fabrication of the film. We find: