Radiation emission due to fluxon scattering on an inhomogeneity in a large two-dimensional Josephson junction
Ivan O. Starodub, Yaroslav Zolotaryuk
DOI 10.1103/PhysRevB.90.224509 · Physical Review B
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Abstract
Interaction of a fluxon in the two-dimensional large Josephson junction with the finite-area inhomogeneity is studied within the sine-Gordon theory. The spectral density of the emitted plane waves is computed exactly for the rectangular and rhombic inhomogeneities. The total emitted energy as a function of the fluxon velocity exhibits at least one local maximum. Connection to the previously studied limiting cases including the point impurity and the one-dimensional limit has been performed. An important feature of the emitted energy as a function of the fluxon velocity is a clear maximum (or maxima). The dependence of these maxima on the geometric properties of the impurity has been studied in detail.
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