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Compensation of Hysteresis Nonlinearity in Magnetostrictive Actuators With Inverse Multiplicative Structure for Preisach Model

机译:具有反向乘积结构的Preisach模型磁致伸缩执行器的磁滞非线性补偿

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摘要

Compensation of hysteresis nonlinearities in smart material based actuators presents a challenging task for their applications. Many approaches have been proposed in the literature, including the inverse multiplicative scheme. The advantage for such a scheme is to avoid direct model inversions. However, the approach is mainly developed for the Bouc–Wen model. Focusing on the Preisach model which is utilized to describe magnetostrictive actuators, in this paper an inverse compensation approach for Preisach model using the inverse multiplicative structure is developed. Since the input signal is implicitly involved in the Preisach model, it imposes a great challenge to construct the inverse function of the model. To obtain an explicit expression of the input signal from its implicit form so that the inverse multiplicative technique can be applied, the Preisach model is decomposed into a non-memory part and memory part. Using this separation, it only requires to solve the inverse of the non-memory part to obtain an explicit expression of the input signal, thus avoiding constructing the inverse for entire complex dual integral formulation of the Preisach model. Experimental results for a magnetostrictive actuator demonstrate the effectiveness of the proposed approach.
机译:基于智能材料的执行器中的磁滞非线性补偿对它们的应用提出了一项艰巨的任务。文献中已经提出了许多方法,包括逆乘法方案。这种方案的优点是避免了直接模型反演。但是,该方法主要是针对Bouc-Wen模型开发的。针对用于描述磁致伸缩执行器的Preisach模型,本文开发了一种采用逆乘结构的Preisach模型逆补偿方法。由于输入信号隐式包含在Preisach模型中,因此构造该模型的反函数带来了巨大挑战。为了从其隐式形式获得输入信号的显式表达式,以便可以应用逆乘法技术,Preisach模型被分解为非存储部分和存储部分。使用这种分离,只需要求解非存储部分的逆即可获得输入信号的明确表达,从而避免为Preisach模型的整个复杂对偶积分公式构造逆。磁致伸缩执行器的实验结果证明了该方法的有效性。

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