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环形约瑟夫森隧道结构中的新型磁通子共振机制。

New fluxon resonant mechanism in annular Josephson tunnel structures.

作者信息

Nappi C, Lisitskiy M P, Rotoli G, Cristiano R, Barone A

机构信息

Istituto di Cibernetica E. Caianiello del CNR, I-80078 Pozzuoli, Italy.

出版信息

Phys Rev Lett. 2004 Oct 29;93(18):187001. doi: 10.1103/PhysRevLett.93.187001. Epub 2004 Oct 25.

Abstract

A novel dynamical state has been observed in the dynamics of a perturbed sine-Gordon system. This resonant state has been experimentally observed as a singularity in the dc current-voltage characteristic of an annular Josephson tunnel junction, excited in the presence of a magnetic field. In this respect it can be assimilated to self-resonances known as Fiske steps. Differently from these, however, we demonstrate, on the basis of numerical simulations, that its detailed dynamics involves rotating fluxon pairs, a mechanism associated, so far, to self-resonances known as zero-field steps. This occurs because the size of nonlinear excitations is comparable with that of the system.

摘要

在一个受扰正弦-戈登系统的动力学中观测到了一种新的动力学状态。这种共振状态已在实验中被观测到,它表现为环形约瑟夫森隧道结直流电流-电压特性中的奇点,该结在磁场存在的情况下被激发。在这方面,它可被视作与被称为菲斯克台阶的自共振相似。然而,与这些不同的是,我们基于数值模拟证明,其详细动力学涉及旋转磁通子对,这是一种迄今为止与被称为零场台阶的自共振相关的机制。这种情况的发生是因为非线性激发的大小与系统的大小相当。

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