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SHAPE CONTROL WITH KARHUNEN-LOEVE-DECOMPOSITION: EXPERIMENTAL RESULTS

机译:卡鲁宁-爱分解法的形状控制:实验结果

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摘要

The Finite Element Method is a powerful method that can be used to describe the dynamic behavior of mechanical systems. The most crucial problem to use this method is the large degree of freedom in FE-models. It is very difficult or even impossible to design controllers. Consequently, it is necessary to reduce the model. However, the model reduction deals only with the state variables, therefore the model reduction is not sufficient for the shape control, because a great number of reference and measured data are needed for the shape description and control. In [10], we have developed a new method using the Karhunen-Loeve-Decomposition to realize the shape control. In this paper, we will give the experiment results.
机译:有限元方法是一种功能强大的方法,可用于描述机械系统的动态行为。使用此方法的最关键问题是有限元模型的自由度大。设计控制器非常困难,甚至不可能。因此,有必要简化模型。然而,模型简化仅涉及状态变量,因此模型简化不足以进行形状控制,因为形状描述和控制需要大量参考和测量数据。在[10]中,我们开发了一种使用Karhunen-Loeve分解的新方法来实现形状控制。在本文中,我们将给出实验结果。

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