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ESTIMATION OF DISTRIBUTION ERRORS IN PIEZOELECTRIC SUBORDINATE OSCILLATOR ARRAYS

机译:压电基振荡子阵列中分布误差的估计

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Subordinate Oscillator Arrays (SOAs) have been shown to be effective methods for band-limited vibration attenuation. However, SOAs are very sensitive to error in parameter distributions. Slight disorder in structural parameters can render an SOA ineffective. Recent research has shown that Piezoelectric SOAs (PSOAs) provide an alternative that can limit the degradation of the frequency response function due to the disorder. The capaci-tive shunts attached to such SOAs can be tuned to change overall electromechanical properties of the SOA post-fabrication. The conventional methods of tuning, which study the Frequency Response Function (FRF) of each oscillator in the array, can be an extremely time-consuming process. To apply a systematic approach to tuning, an estimate of the disorder in structural property distributions can be crucial. In this paper, we discuss a simple and effective methodology to estimate the actual structural parameters and subsequently tune the PSOA to ameliorate the effect of disorder. We derive an adaptive estimation technique for PSOAs and present numerical results that demonstrate improved vibration attenuation of this approach.
机译:从属振荡器阵列(SOA)已被证明是有效的带限振动衰减方法。但是,SOA对参数分布中的错误非常敏感。结构参数的轻微混乱会导致SOA无效。最近的研究表明,压电SOA(PSOA)提供了一种替代方案,可以限制由于无序引起的频率响应功能的下降。可以调整连接到此类SOA的电容分流器,以更改SOA预制​​后的整体机电性能。研究阵列中每个振荡器的频率响应函数(FRF)的常规调谐方法可能是一个非常耗时的过程。要应用系统的方法进行调整,对结构特性分布的无序性进行估计可能至关重要。在本文中,我们讨论了一种简单有效的方法来估算实际的结构参数,然后调整PSOA以改善疾病的影响。我们推导了一种适用于PSOA的自适应估计技术,并给出了数值结果,证明了该方法改善的振动衰减。

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