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Robustness of optimal design solutions to reduce vibration transmission in a lightweight 2D structure, part II: application of active vibration control techniques

机译:在轻型二维结构中减少振动传递的优化设计解决方案的稳健性,第二部分:主动振动控制技术的应用

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摘要

This is the second paper which considers the reduction of the vibration transmission along a lightweight cantilever structure consisting of 40 rigidly joined beams over a frequency band. In the first paper [1] the reduction was achieved by allowing the geometry of the structure to be altered, such that the structure provided an inherently better vibration isolation. In this paper, the variation reduction over a band of frequencies is achieved using feedforward active vibration control (AVC) techniques applied to the original structure geometry. The success of AVC depends strongly on the psotion of the actuators. The actuator positions on the structure which achieve the best reductions in vibraiton transmission are found for one, two and thee actuators. A robustness analysis is then performed to show the sensitivity of each of the best solutions to small geometric perturbations. These solutions are the most practical, being less sensitive to small geometric changes that might occur, for example, as manufacturing tolerances. This is achieved by applying a sufficient number of random perturbations to determine the statistical distribution of the performance. A probability limit is then applied in order to predict a likely average minimum performance criterion, In addition to considering the robustness of the performance, the control effort required to achieve active control must be considered. If this increases significantly when the structure is perturbed the demand may not be met be a practical system, and the predicted performance cannot be obtained.
机译:这是第二篇论文,该论文考虑了减少沿轻型悬臂结构的振动传递,该结构由一个频带上的40个刚性连接的梁组成。在第一篇论文[1]中,减少是通过更改结构的几何形状来实现的,从而使该结构具有固有的更好的隔振效果。在本文中,使用适用于原始结构几何形状的前馈主动振动控制(AVC)技术可实现频带变化的减小。 AVC的成功在很大程度上取决于执行器的位置。对于一个,两个和一个执行器,发现在结构上可以最佳地减少振动传递的执行器位置。然后进行鲁棒性分析,以显示每种最佳解决方案对小几何扰动的敏感性。这些解决方案是最实用的,对可能发生的微小几何变化(例如,制造公差)不太敏感。这可以通过应用足够数量的随机扰动来确定性能的统计分布来实现。然后应用概率极限以预测可能的平均最小性能标准。除了考虑性能的鲁棒性之外,还必须考虑实现主动控制所需的控制努力。如果在结构受到扰动时显着增加,那么实际的系统可能无法满足需求,并且无法获得预期的性能。

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    Anthony D.K.; Elliott S.J.;

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  • 年度 2000
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  • 原文格式 PDF
  • 正文语种 en
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