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Decoherence, Mode Hopping, and Mode Coupling in Spin Torque Oscillators

机译:自旋扭矩振荡器的去相干,模式跳变和模式耦合

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Spin torque oscillators (STOs) often exhibit multiple modes, leading to complex behavior. One example is mode hopping between different eigenmodes of a magnetic tunnel junction (MTJ) STO. This mode hopping is a strong function of current and angle between the magnetization in the free and fixed layers, and away from anti-parallel configuration, mode hopping can be the dominant decoherence process. Another example is the linewidth of a nanocontact STO that can be a complex non-monotonic function of temperature in regions where two or more modes are excited by the oscillators. These phenomena require a generalization of the single-mode nonlinear STO theory to include mode coupling. We derive equations describing the slow time evolution of the coupled system and show they describe a dynamically driven system, similar to other systems that exhibit mode hopping in the presence of thermal fluctuations. In our description, mode coupling also leads to additional coupling between power and phase fluctuations, which can in certain limited cases lead to longer relaxation times for power fluctuations, and consequently to larger linewidths through the nonlinear frequency shift.
机译:自旋扭矩振荡器(STO)通常表现出多种模式,从而导致复杂的行为。一个示例是磁隧道结(MTJ)STO的不同本征模式之间的模式跳变。该模式跳变是自由层和固定层中电流和磁化强度之间的角度的强函数,并且远离反平行配置,模式跳变可能是主要的去相干过程。另一个示例是纳米接触STO的线宽,该线宽可以是振荡器在两个或多个模式激发的区域中温度的复杂非单调函数。这些现象需要对单模非线性STO理论进行推广,以包括模耦合。我们导出描述耦合系统慢速演化的方程式,并表明它们描述了一个动态驱动的系统,类似于在存在热波动的情况下表现出模式跳跃的其他系统。在我们的描述中,模式耦合还会导致功率和相位波动之间的附加耦合,这在某些有限的情况下会导致功率波动的弛豫时间更长,并因此导致通过非线性频移的较大线宽。

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