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Particle Dynamics In A Symmetrically Driven Underdamped Inhomogeneous Periodic Potential System

机译:对称驱动的欠较均匀周期性系统中的粒子动力学

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Though stochastic resonance was usually shown to occur in bistable systems whereas ratchet effect necessarily occurs in periodic potential systems, it was conjectured [Nature 369, 181 (1994), ibid 369,271 (1994)] that these two non-equilibrium phenomena have some commonalities. Since for proper comparison both the phenomena need to occur in the same system, in the present work, we show first that stochastic resonance too occurs in periodic potential system, and then, in addition show that the ratchet effect also occurs in the same parameter space of the system where stochastic resonance occurs. In order to obtain ratchet effect we consider periodic non-uniformity of the friction coefficient of the medium to provide the necessary asymmetry in the symmetrically driven sinusoidal potential system. However, the temperature at which stochastic resonance occurs is different from the temperature at which ratchet current peaks.
机译:虽然通常显示随机共振发生在双稳态系统中,但是棘轮效果必然发生在周期性潜在系统中,所以猜测[Nature 369,181(1994),IBID 369,271(1994)]这两种非平衡现象具有一些共性。由于对于正确的比较来说,在同一系统中需要发生的现象,在本作工作中,我们首先显示随机共振太过在周期性潜在系统中,然后,另外表明棘轮效果也发生在相同的参数空间中发生随机共振发生的系统。为了获得棘轮效果,我们考虑介质的摩擦系数的周期性不均匀性,以在对称驱动的正弦潜在系统中提供必要的不对称性。然而,发生随机共振发生的温度与棘轮电流峰的温度不同。

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