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MODELING AND CONTROL OF A 2-D MEMBRANE MIRROR WITH A PZT BIMORPH

机译:带有PZT BIMORPH的二维膜镜的建模和控制

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摘要

The future of space satellite technology lies in ultra-large mirrors and radar apertures for significant improvements in imaging and communication bandwidths. The availability of optical-quality membranes drives a parallel effort for structural models that can capture the dominant dynamics of large, ultra-flexible satellite payloads. Unfortunately, the inherent flexibility of membrane mirrors wrecks havoc with the payload's on-orbit stability and maneuverability. One possible means of controlling these undesirable dynamics is by embedding active piezoelectric ceramics near the boundary of the membrane mirror. In doing so, active feedback control can be used to eliminate detrimental vibration, perform static shape control, and evaluate the health of the structure. In the present work, a piezoceramic wafer was attached in a bimorph configuration near the boundary of a tensioned rectangular membrane sample. A finite element model of the system was developed to capture the relevant system dynamics from 0 - 500 Hz. The finite element model was compared to experimental results with fair agreement. Using the validated finite element models, structural control using Linear Quadratic Regulator (LQR) control techniques were then used to demonstrate effective vibration control. Typical results show that less than 12 V of actuation voltage is required to eliminate detrimental vibration of the membrane samples in less than 15 ms. The functional gains of the active system are also derived and presented. These spatially descriptive control terms dictate favorable regions within the membrane domain to place sensors.
机译:太空卫星技术的未来在于超大型反射镜和雷达孔径,它们将显着改善成像和通信带宽。光学质量膜的可用性推动了结构模型的并行研究,该结构模型可以捕获大型,超柔韧性卫星有效载荷的主导动力学。不幸的是,薄膜镜的固有灵活性破坏了有效载荷在轨的稳定性和可操纵性。控制这些不良动态的一种可能方法是在膜反射镜的边界附近嵌入有源压电陶瓷。这样,可以使用主动反馈控制来消除有害振动,执行静态形状控制并评估结构的健康状况。在本工作中,压电陶瓷晶片以双压电晶片的形式贴附在张紧的矩形膜样品的边界附近。开发了系统的有限元模型,以捕获0-500 Hz范围内的相关系统动力学。有限元模型与实验结果进行了比较,并具有合理的一致性。使用经过验证的有限元模型,然后使用采用线性二次调节器(LQR)控制技术的结构控制来演示有效的振动控制。典型结果表明,需要不到12 V的驱动电压,以在不到15 ms的时间内消除膜样品的有害振动。有源系统的功能增益也可以得出并给出。这些空间描述性控制术语规定了膜域内的有利区域以放置传感器。

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