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An Improved Adaptive Selected Harmonic Elimination Algorithm for Current Measurement Error Correction of PMSMs

机译:一种改进的自适应选择谐波消除算法,用于PMSMS的电流测量误差校正

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摘要

Measurement errors are inevitable in the current sensors, which cause speed ripple including one and twice the stator electrical frequency. For the undesired harmonics, the adaptive selected harmonic elimination (ASHE) algorithm outputs the sum of the sinusoidal signals multiplied by the adaptive weights. In order to solve the current measurement error (CME) issue, this article adopts the ASHE algorithm. According to the deterministic functional relationship of the surface-mounted permanent magnet synchronous motor (SPMSM), the adopted algorithm extracts the harmonics of the steady state speed error, and outputs the q-axis current compensation. However, there is no explicit connection between speed and d-axis current, so their relationship is uncertain. The remaining d-axis CMEs result in poor current performance. Therefore, this article proposes an improved ASHE algorithm, which compensates the dq-axis CMEs simultaneously depending on their mutual deterministic connection. The proposed method does not need motor parameters, additional sensors, or complex calculation process. Finally, the effectiveness of the method is verified by the SPMSM platform. Experimental results also show that the proposed method reduces speed ripple and suppresses the negative effects of CMEs.
机译:测量误差在当前传感器中是不可避免的,这导致速度纹波,包括一个和两次定子电频率。对于不希望的谐波,自适应选择的谐波消除(ASHE)算法输出了乘以自适应权重的正弦信号之和。为了解决当前的测量误差(CME)问题,本文采用ASHE算法。根据表面上安装的永磁同步电动机(SPMSM)的确定性功能关系,所采用的算法提取稳态速度误差的谐波,并输出Q轴电流补偿。但是,速度和D轴电流之间没有明确的连接,因此它们的关系是不确定的。剩余的D轴CMES导致电流性能差。因此,本文提出了一种改进的ASHE算法,其根据其互相确定性连接同时补偿DQ轴CME。所提出的方法不需要电机参数,附加传感器或复杂的计算过程。最后,SPMSM平台验证了该方法的有效性。实验结果还表明,该方法还减少了速度纹波并抑制了CME的负面影响。

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