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Jiles-Atherton Based Hysteresis Identification of Shape Memory Alloy-Actuating Compliant Mechanism via Modified Particle Swarm Optimization Algorithm

机译:基于Jille-Atherton的滞后识别形状记忆合金致动符号机制通过修改粒子群优化算法

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摘要

Shape memory alloy- (SMA-) based actuators are widely applied in the compliant actuating systems. However, the measured data of the SMA-based compliant actuating system reveal the input-output hysteresis behavior, and the actuating precision of the compliant actuating system could be degraded by such hysteresis nonlinearities. To characterize such nonlinearities in the SMAbased compliant actuator precisely, a Jiles-Atherton model is adopted in this paper, and a modified particle swarm optimization (MPSO) algorithm is proposed to identify the parameters in the Jiles-Athertonmodel, which is a combination of several differential nonlinear equations. Compared with the basic PSO identification algorithm, the designed MPSO algorithm can reduce the local optimum problem so that the Jiles-Atherton model with the identified parameters can show good agreements with the measured experimental data. The good capture ability of the proposed identification algorithm is also examined through the comparisons with Jiles-Atherton model using the basic PSO identification algorithm.
机译:形状内存合金(SMA-)的致动器广泛应用于柔顺的致动系统。然而,基于SMA的柔性致动系统的测量数据揭示了输入 - 输出滞后行为,并且兼容致动系统的致动精度可能被这种滞后非线性降级。为了精确地在SMASASED兼容执行器中表征这些非线性,本文采用JILE-ATHERTON模型,并提出了修改的粒子群优化(MPSO)算法来识别JILE-ATHERTONMODEL中的参数,这是几种组合差分非线性方程。与基本PSO识别算法相比,设计的MPSO算法可以减少本地最佳问题,使得具有所识别的参数的Jile-Atherton模型可以显示出与测量的实验数据的良好协议。还通过使用基本PSO识别算法与Jile-Atherton模型的比较检查所提出的识别算法的良好捕获能力。

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