Abstract
The force on flux lines near narrow defects elongated in the direction of the transport current is calculated. This force, together with the maximum interaction forcek m on the central flux line element, gives the volume pinning forceF p on the flux line lattice. The dependence ofk m (and of the critical current densityj c ) on the angle ϕ between the magnetic field and the transport current is calculated for different defect dimensions (with respect to the coherence length of the superconductor) and compared with the experimental results. We obtainj c ∼sin−n ϕ, where 1≦≦n≦3 in dependence on the defect dimensions and on the angle interval. The possibility of testing theF p ∼k 2m dependence of the statistical theory of pinning is proposed.
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Pevala, A., Takács, S. Critical currents of type ii superconductors in non-transversal magnetic fields. Czech J Phys 27, 701–710 (1977). https://doi.org/10.1007/BF01587525
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DOI: https://doi.org/10.1007/BF01587525