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首页> 外文期刊>Measurement Science & Technology >Intelligent measurement and compensation of linear motor force ripple: a projection-based learning approach in the presence of noise
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Intelligent measurement and compensation of linear motor force ripple: a projection-based learning approach in the presence of noise

机译:线性电机力波动智能测量和补偿:基于投影的噪声的学习方法

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摘要

Due to their structural simplicity, linear motors are increasingly receiving attention for use in high velocity and high precision applications. The force ripple, as a space-periodic disturbance, however, would deteriorate the achievable dynamic performance. Conventional force ripple measurement approaches are time-consuming and have high requirements on the experimental conditions. In this paper, a novel learning identification algorithm is proposed for force ripple intelligent measurement and compensation. Existing identification schemes always use all the error signals to update the parameters in the force ripple. However, the error induced by noise is non-effective for force ripple identification, and even deteriorates the identification process. In this paper only the most pertinent information in the error signal is utilized for force ripple identification. Firstly, the effective error signals caused by the reference trajectory and the force ripple are extracted by projecting the overall error signals onto a subspace spanned by the physical model of the linear motor as well as the sinusoidal model of the force ripple. The time delay in the linear motor is compensated in the basis functions. Then, a data-driven approach is proposed to design the learning gain. It balances the trade-off between convergence speed and robustness against noise. Simulation and experimental results validate the proposed method and confirm its effectiveness and superiority.
机译:由于它们的结构简单,线性电动机越来越受到高速和高精度应用的关注。然而,作为空间周期性干扰的力纹波将使可实现的动态性能恶化。常规的力纹波测量方法是耗时的,对实验条件具有很高的要求。本文提出了一种用于力纹智能测量和补偿的新型学习识别算法。现有识别方案始终使用所有错误信号来更新力纹波中的参数。然而,噪声引起的误差对于力纹波识别而言是非有效的,甚至甚至劣化识别过程。在本文中,仅使用误差信号中最相关的信息用于强制纹波识别。首先,通过将总体误差信号投影到由线性电机的物理模型以及力纹波的正弦模型突出到子空间上,提取由参考轨迹和力纹波引起的有效误差信号。线性电动机中的时间延迟以基础函数补偿。然后,提出了一种数据驱动的方法来设计学习增益。它平衡了收敛速度与噪声鲁棒性之间的权衡。仿真和实验结果验证了所提出的方法并确认其有效性和优越性。

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