压电作动器迟滞的改进Preisach模型

Xuan Wang, V. Pommier-Budinger, Y. Gourinat, Aurélien Reysset
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引用次数: 7

摘要

压电致动器在开环运行中表现出迟滞非线性,可能导致不理想的精度和限制系统性能。经典的Preisach模型被广泛用于描述迟滞,但为了保证模型的精度,它需要大量的一阶反转曲线。由于实验条件的限制,可能无法得到所有的曲线,并且没有考虑主回路和小回路之间的分离。本文旨在提出一种改进的Preisach模型,该模型要求相对较少的测量并描述分离。修正模型通过在经典Preisach模型的基础上并行增加一个导数项来实现。导数增益被调整到一个适当的值,使测量和预测的滞回线很好地吻合。实验结果表明,改进的Preisach模型比经典模型能更准确地表征迟滞。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A modified Preisach model for hysteresis in piezoelectric actuators
Piezoelectric actuators (PEAs) exhibit hysteresis nonlinearity in open-loop operation, which may lead to undesirable inaccuracy and limit system performance. Classical Preisach model is widely used for portraying hysteresis but it requires a large number of first-order reversal curves to ensure the model accuracy. All the curves may not be obtained due to limitations of experimental conditions, and the detachment between the major and minor loops is not taken into account. This paper aims to propose a modified Preisach model that demands relatively few measurements and that describes the detachment. The modified model is implemented by adding a derivative term in parallel with the classical Preisach model. The derivative gain is adjusted to an appropriate value so that the measured and predicted hysteresis loops are in good agreement. Experimental results prove that the proposed modified Preisach model can characterize hysteresis more accurately than the classical model.
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