Abstract
Abstract —Based on the Ginzburg–Landau theory, the dependence of the threshold energy δ F _thr of formation of a phase slip center from the current for a superconducting two-band bridge has been calculated. It has been found that, in the case of sufficiently long bridges and a weak interband Josephson coupling, there is a range of currents at which fluctuation transition from the state of the zero interband phase difference to the states with a phase soliton is possible, which manifests itself in a considerable decrease in the threshold energy δ F _thr, and a fluctuation change in the number of phase solitons in the bridge. In the case of a strong interband coupling, no fluctuation formation of phase solitons occurs and the dependence δ F _thr( I ) tends to the expression obtained earlier by Langer and Ambegaokar for a single-band superconductor.
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