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Rectifying effect in a Josephson junction ratchet array

机译:约瑟夫森结棘轮阵列中的整流作用

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We have studied numerically a rectifying effect in an underdamped Josephson junction ratchet array driven by dc and ac current. The array consists of both alternating potential barriers and alternating inter-capacitances along the direction of vortex flow. The guide banks of high critical currents are assigned for all the longitudinal junctions to prevent the percolative pattern of vortex motion. In some junction parameters, we see a rectifying effect which indicates a finite value of the time-averaged voltage at zero dc bias. The directional dependence of the vortex motion becomes fairly large when the junction parameters lie in an optimal range which gives rise to a Shapiro step at zero dc bias. Such a rectifying effect survives for small thermal fluctuation, but eventually disappear beyond a certain critical temperature.
机译:我们已经对由直流和交流电流驱动的欠阻尼约瑟夫逊结棘轮阵列中的整流效应进行了数值研究。该阵列由沿着涡流方向的交替势垒和交替电容组成。为所有纵向连接点分配了高临界电流的导流板,以防止涡流运动的渗流模式。在某些结参数中,我们看到了一种整流效果,该整流效果表示零直流偏置下时间平均电压的有限值。当接合点参数处于最佳范围内时,涡流运动的方向依赖性会变得很大,这会导致零直流偏置下的Shapiro阶跃。这种整流作用在很小的热波动下仍然存在,但最终会在超过某个临界温度时消失。

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