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Theoretical aspects of synchronization in transverse galloping aeroelastic instability

机译:横向疾驰气动弹性不稳定性中同步的理论方面

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We investigate, for the first time to the best of our knowledge, theoretical aspects of synchronization in transverse galloping aeroelastic instability. The current study is a generalization of previous studies that considered the dynamics of a single-cylinder, and therefore, precluded the option to study synchronization. Here, we consider both the deterministic and stochastic dynamics of a system comprising two weakly coupled cylinders, which are attached to the ground with linear springs and dashpots, and are immersed in a high velocity airstream. We derive the conditions for the instability threshold. We give a detailed and simplified procedure to compute the amplitudes, phase differences, and frequencies of the synchronized solutions. We calculate quantitative measures of the amplitude and phase noises, including an explicit calculation of the phase noise reduction due to synchronization, which can enhance the performance of transverse galloping-based energy harvesters. Furthermore, we provide simple mappings for the amplitudes and phase difference dynamics, which we show to be highly useful for understanding both the deterministic and the stochastic dynamics of the amplitudes and the phase difference dynamics from geometric point of view.
机译:我们将尽我们所知,首次研究横向驰豫气动弹性不稳定性中同步的理论方面。当前的研究是对先前研究的概括,该研究考虑了单缸的动力学,因此排除了研究同步的可能性。在这里,我们考虑了包含两个弱耦合圆柱体的系统的确定性和随机动力学特性,两个圆柱体通过线性弹簧和减震器固定在地面上,并浸入高速气流中。我们导出了不稳定阈值的条件。我们给出了详细而简化的过程来计算同步解的幅度,相位差和频率。我们计算幅度和相位噪声的定量度量,包括显式计算由于同步引起的相位噪声降低,这可以提高基于横向驰豫的能量采集器的性能。此外,我们提供了幅值和相位差动力学的简单映射,这对于从几何学角度理解幅值和相位差动力学的确定性和随机动力学非常有用。

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