所属单位：航天学院

发表刊物：Intl. J. Appl. Mech.

摘要：An asymmetrically dynamic coupling hysteresis (ADCH) model is proposed as an extension of the Prandtl-Ishlinskii (PI) model to characterize the hysteretic nonlinearities in piezoelectric actuators (PEAs). When subject to two-input: Dynamic excitation and external loads. In this model, the developed asymmetrically one-side play operator helps to represent the saturation, nonlinearity, and centrally asymmetric properties of PEAs employed inverse hyperbolic envelope functions. The dynamic threshold functions are put in place to characterize the width of rate-dependent hysteresis property. Introductions of continuously coupled density functions are beneficial to the cross-coupled hysteresis behaviors of external load/excitation voltage-to-expansion. Besides, the proposed ADCH model is verified to satisfy indeed the wiping-out property and equal vertical chords property, which means that it can be regarded as well-suited in modeling the complicated hysteresis nonlinearity of PEAs. Furthermore, this paper also tackles the identification issue of the proposed ADCH model by using a global research method, which possesses satisfactory accuracy without strict requirements for the initially iterative value. © 2019 World Scientific Publishing Europe Ltd.

ISSN号：1758-8251

是否译文：否

发表时间：2019-06-01

合写作者：董洋洋

第一作者：张子建

通讯作者：张子建