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- W2062966879 abstract "Im Rahmen des RSJ-Modells untersuchen wir die Synchronisation der Oszillationen in einer linearen. Anordnung von N identischen Josephsonverbinungen, die durch einen elektromagnetischen Resonator geshuntet sind. Mit Hilfe einer adiabatischen Approximation erster Ordnung in dem Parameter Ic/I werden verkürzte Gleichungen für die langsam variierenden Phasen hergeleitet. Diese Gleichungen gestatten die detaillierte Untersuchung aller stationären Zustände des Systems. Stabil erweisen sich nur der kohärente Zustand im induktiven Regime und der strahlungslose Zustand im kapazitiven Regime. Unter Einbeziehung von Rauscheffekten wird das Ordnungsparameterkonzept des Resonatorstroms für den Fall N ≫ 1 diskutiert. Synchronization Effects in a Linear Array of N Josephson Junctions Within the frame of the RSJ model we investigate the synchronization of the oscillations in a linear array of N identical Josephson junctions shunted by an electromagnetic resonator. Using an adiabatic approximation to the first order of the parameter IcI the reduced equations of the slowly varying phases are derived. These equations allow the detailed investigation of all the stationary states of the system. Only the coherent state in the inductive regime and the radiationless state in the capacitive regime are found to be stable. Including noise effects we discuss the order parameter concept for the resonator current in the case N ≫ 1." @default.
- W2062966879 created "2016-06-24" @default.
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- W2062966879 date "1982-01-01" @default.
- W2062966879 modified "2023-09-26" @default.
- W2062966879 title "Synchronisationseffekte in einer linearen Anordnung aus N Josephson-Verbindungen" @default.
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- W2062966879 doi "https://doi.org/10.1002/andp.19824940206" @default.
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