变形结构的致动器和传感器的方向和位置同步优化

Jingyu Yang, Guo-ping Chen
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引用次数: 0

摘要

以最小变形和最小电输入为目标,确定了弯曲载荷不确定条件下板状结构压电致动器/传感器对配置方向和位置的优化设计。压电驱动器产生的弯矩用于变形控制,即使变形最小化。板状结构受到任意载荷的作用,这种载荷在大小和方向上都处于不确定域。本文所研究的不确定荷载涉及未知大小和方向的荷载,要产生任意变形,必须确定这些荷载。对于每个压电作动器/传感器装置,考虑了两个优化变量:中心位置和方向。一种最优控制算法和三种人工智能算法(psool算法和粒子群算法)用于执行器方向和位置的优化;SAOOL算法——执行器方向和位置优化的模拟退火算法EMOOL算法-类电磁法优化作动器方位和位置在类板结构的形状控制中,提出了用于确定压电致动器/传感器的方向和位置的最优控制算法。数值计算结果表明,同时对方向和位置进行优化可以得到消耗较少电能和使挠度最小化的最优构型。SAOOL算法比PSOOOL算法和EMOOL算法能更好地处理致动器/传感器的方向和位置优化。不同的算法表现出相似的性能。而穷举式EMOOL算法和PSOOOL算法的计算量要大得多。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Simultaneous optimization of orientations and locations of actuators and sensors for morphing structural shapes
Optimal design of the orientations and locations of collocated piezoelectric actuators/sensors pairs for a plate-like structure under bending load uncertainty are determined with the objective of minimizing the deformation and electrical input under any sort of loading. The bending moments generated by the piezoelectric actuator actuators are used for deformation control, i.e., to minimize the deformation. The plate-like structure is subjected to an arbitrary load which lies in an uncertainty domain with regard to its magnitude and direction. The uncertain loading studied in the present paper involves a load of unknown magnitude and direction, which should be determined to produce the arbitrary deformation. Two optimization variables are considered for each piezoelectric actuator/sensor device: the location of its center and its orientation. An optimal control algorithm and three types of artificial intelligence algorithms (PSOOOL algorithm-particle swarm optimization algorithm for optimization of orientations and locations of actuators; SAOOL algorithm-Simulated Annealing algorithm for optimization of orientations and locations of actuators; EMOOL algorithm-Electromagnetism-like Method for optimization of orientations and locations of actuators; optimal control algorithm) are presented for the determination of the orientation and location of piezoelectric actuators/sensors in the application to shape control of plate-like structures. Numerical results show that simultaneous optimization of both orientations and locations can lead to optimum configurations that consume less electrical energy and minimizing the deflection. SAOOL algorithm can handle the optimization of orientations and locations of actuators/sensors better than PSOOOL algorithm and EMOOL algorithm. The different algorithms exhibit similar performance. However, exhaustive EMOOL algorithm and PSOOOL algorithm require significantly higher computational effort.
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