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Discrete optimization for actuator and sensor positioning for vibration control using genetic algorithms

机译:遗传算法振动控制致动器和传感器定位的离散优化

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摘要

Research about actuator and sensor positioning is important to obtain smart structures that can achieve better performance, and studies concerning controller design techniques are also important. In some studies on smart structures, the positioning of sensors and actuators are defined by some physical criteria and, thereafter, the controller is designed to satisfy some requirements of the controlled system. However, the optimal number and placement of sensors and actuators can also be obtained through the solution of an optimization problem, taking into account, for example, the possible positions to allocate the active elements and the available number of these. This paper presents a discrete heuristic optimization technique in order to determine the discrete positions of the active elements in active control systems. Furthermore, a technique that involves the determination of the number of active elements and the positioning is shown. These techniques have been implemented based on the genetic algorithms. Depending on the desired number of the sensors and actuators, and the number of candidate positions, it is impractical to use a combinatorial algorithm, as this is very expensive in terms of computational time due to the number of possible combinations. Thus, the techniques developed here have the aim to obtain good solutions analyzing fewer combinations than the combinatorial method and in reduced computational time. In this paper, the controllers are designed based on the H ∞ control theory. The objective function used to solve the positioning problem of active elements is the H ∞ norm of the closed-loop system.
机译:对致动器和传感器定位的研究对于获得性能更好的智能结构非常重要,对控制器设计技术的研究也非常重要。在智能结构的一些研究中,传感器和执行器的定位由一些物理标准定义,然后,控制器被设计为满足受控系统的某些要求。然而,传感器和致动器的最佳数量和位置也可以通过优化问题的解决方案来获得,例如,考虑分配有源元件的可能位置和这些元件的可用数量。本文提出了一种离散启发式优化技术,用于确定主动控制系统中主动元件的离散位置。此外,还展示了一种涉及确定活动元件数量和定位的技术。这些技术是基于遗传算法实现的。根据所需的传感器和执行器数量,以及候选位置的数量,使用组合算法是不切实际的,因为由于可能的组合数量,这在计算时间方面非常昂贵。因此,本文开发的技术旨在通过分析比组合方法更少的组合,并在减少计算时间的情况下,获得良好的解决方案。本文基于H∞ 控制理论。用于解决有源元件定位问题的目标函数是H∞ 闭环系统的范数。

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