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Автор V V Bryksin
Автор A V Goltsev
Автор S N Dorogovtsev
Автор Yu I Kuzmin
Автор A N Samukhin
Дата выпуска 1992-02-17
dc.description The extreme profile of a magnetic field penetrating into a non-uniform Josephson junction is computed in the case of periodically arranged pinning centres by use of a numerical solution of a chain of the sine-Gordon equations with boundary conditions at the pinning centres. It is found that the extreme profile obtained is approximately described by the Bean critical-state theory. At sufficiently small spacings the authors find no stochastic regime for a Josephson junction of a finite length. This shows two possibilities: either the front of the profile is extremely extended or at magnetic fields larger than H<sub>cl</sub>, only a uniform vortex distribution is realized.
Формат application.pdf
Издатель Institute of Physics Publishing
Название Magnetic flux penetration into a non-uniform Josephson junction
Тип paper
DOI 10.1088/0953-8984/4/7/017
Electronic ISSN 1361-648X
Print ISSN 0953-8984
Журнал Journal of Physics: Condensed Matter
Том 4
Первая страница 1791
Последняя страница 1798
Аффилиация V V Bryksin; Ioffe Phys. Tech. Inst., St. Petersburg, USSR
Аффилиация A V Goltsev; Ioffe Phys. Tech. Inst., St. Petersburg, USSR
Аффилиация S N Dorogovtsev; Ioffe Phys. Tech. Inst., St. Petersburg, USSR
Аффилиация Yu I Kuzmin; Ioffe Phys. Tech. Inst., St. Petersburg, USSR
Аффилиация A N Samukhin; Ioffe Phys. Tech. Inst., St. Petersburg, USSR
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