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arXiv 1701.04604cond-mat.mes-hall
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石墨烯自振子的直接参量同步

Direct and parametric synchronization of a graphene self-oscillator

S. Houri, S. J. Cartamil-Bueno, M. Poot, P. G. Steeneken, H. S. J. van der Zant, W. J. Venstra

摘要:

我们探讨了石墨烯纳米机械振荡器耦合到参考振荡器的动力学。通过用连续波红色激光束照射鼓引起的光热反馈,迫使圆形石墨烯鼓在频率fosc下自振荡。通过将功率调制的蓝色激光照射到结构上来实现在频率fsync处与参考信号的同步。我们调查两个制度的同步作为一个函数的失谐和信号强度直接(fsync = fosc)和参数锁定(fsync = 2fosc)。我们检测到一个政权的相位谐振,其中的振荡器的相位表现为欠阻尼的二阶系统,与固有频率的相位谐振显示出一个明确的幂律依赖于锁定信号的强度。相位共振定性再现使用强制范德Pol-Duffing-Mathieu方程。

英文摘要:

We explore the dynamics of a graphene nanomechanical oscillator coupled to a reference oscillator. Circular graphene drums are forced into self-oscillation, at a frequency fosc, by means of photothermal feedback induced by illuminating the drum with a continuous-wave red laser beam. Synchronization to a reference signal, at a frequency fsync, is achieved by shining a power-modulated blue laser onto the structure. We investigate two regimes of synchronization as a function of both detuning and signal strength for direct (fsync = fosc) and parametric locking (fsync = 2fosc). We detect a regime of phase resonance, where the phase of the oscillator behaves as an underdamped second-order system, with the natural frequency of the phase resonance showing a clear power-law dependence on the locking signal strength. The phase resonance is qualitatively reproduced using a forced van der Pol-Duffing-Mathieu equation.

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