Geometrical optimization of superconducting levitation systems based on the complete Meissner effect

Details Geometrical optimization of superconducting levitation systems based on the complete Meissner effect Geometrical optimization of superconducting levitation systems based on the complete Meissner effect

Nov 1996

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1996cqgra..13a.299t&link_type=abstract

Classical and Quantum Gravity, Volume 13, Issue 11A, pp. A299-A309 (1996).

Computer Science

Scientific paper

We analyse superconducting magnetic levitation systems where both the suspended body and the field-generating conductors are perfectly diamagnetic. We develop a method to find a spatial distribution of the windings underneath a planar superconductor which maximizes the achievable magnetic support field, for a given maximum field at the windings. The basic method consists of tuning the horizontal and vertical field components according to the corresponding field enhancement factors at the windings. Using customized windings of varying pitch, it appears that improvements in lift force by factors of 2 or more are possible.

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