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On the synchronization phenomenon of a parallel array of spin torque nano-oscillators

机译:在旋转扭矩纳米振荡器的平行阵列的同步现象上

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The ability for a Spin Torque Nano Oscillator (STNO) to perform as a nano-scaled microwave voltage oscillator continues to be the focus of extensive research. Due to their small size (on the order of 10 nm), low power consumption, and ultrawide frequency range STNOs demonstrate significant potential for practical applications in microwave generation. However, the low power output produced by a single STNO currently renders them inoperable for applications. In response, various groups have proposed the synchronization of a network of STNOs such that the coherent signal produces a strong enough microwave signal at the nanoscale. Achieving synchronization, however, has proven to be a challenging task. In this work we analyze the problem of synchronization for networks of identical STNOs connected in parallel. Bifurcation diagrams for small networks of STNOs are computed which depicts bistability between in-phase and out-of-phase limit cycle oscillations for much of the phase space. Numerical approximations of the relative sizes of the basins of attraction are generated and further suggest the inherent difficulty in achieving synchronization. To extend the analysis to large networks of STNOs, we exploit the S-N symmetry exhibited by the all-to-all coupled array of parallel STNOs. We develop implicit analytic expressions for Hopf bifurcations which yield synchronized limit cycle oscillations, allowing for the computation of the Hopf loci and stability for an arbitrarily large network of oscillators. (C) 2019 Elsevier B.V. All rights reserved.
机译:作为纳米缩放的微波电压振荡器进行自旋扭矩纳米振荡器(STNO)的能力仍然是广泛研究的重点。由于它们的小尺寸(大约10nm),低功耗和超广域频率范围STNO在微波生成中表现出实际应用的显着潜力。但是,由单个STNO产生的低功率输出当前呈现它们不可操作的应用程序。作为响应,各种组提出了STNO网络的同步,使得相干信号在纳米级上产生足够的微波信号。然而,已经证明了同步是一项挑战的任务。在这项工作中,我们分析了并行连接的相同STNO网络的同步问题。计算用于STNO的小网络的分叉图,其描绘了大部分相空间的相位和相限度周期振荡之间的双稳态。产生吸引力盆地的相对大小的数值近似,并进一步表明了实现同步的固有难度。为了将分析扩展到STNO的大型网络,我们利用了由全面耦合的并联STNO阵列展出的S-N对称性。我们为Hopf分叉开发了隐式的分析表达式,其产生同步限制周期振荡,允许计算Hopf基因座和用于任意大型振荡器网络的稳定性。 (c)2019年Elsevier B.V.保留所有权利。

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