Imaging flux distributions around superconductors: Geometrical susceptibility in the Meissner state

Mathieu Grisolia; Antonio Badia-majos; Cornelis Jacominus Van Der Beek

doi:10.1063/1.4834519

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arXiv · 1311.2894

Imaging flux distributions around superconductors: Geometrical susceptibility in the Meissner state

Mathieu Grisolia·Antonio Badia-majos·Cornelis Jacominus Van Der Beek

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Abstract

Experiment and analytical calculations show that the demagnetizing field of a superconductor is a sensitive probe of quantities otherwise difficult to measure, such as the sample-probe distance in flux-density imaging experiments, and the field of first flux penetration Hp. In particular, the ratio of the maximum field measured above the superconductor edge and the applied field can be determined unambiguously so as to define a linear "geometric" susceptibility. The evolution of this susceptibility with field depends on the regime of flux penetration, and can be used as a means to determine Hp and the effect of a parallel field component in magneto-optical imaging experiments.

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Mathieu Grisolia, Antonio Badia-majos, Cornelis Jacominus Van Der Beek. 2013-11-12. Imaging flux distributions around superconductors: Geometrical susceptibility in the Meissner state. https://doi.org/10.1063/1.4834519

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