基于改进递归最小二乘法的多种工况下多电机参数失配诊断研究

Research on multi-motor parameter mismatch diagnosis under multiple operating conditions based on an improved recursive least squares method

  • 摘要: 针对多种电机采用的控制器模型也存在不同,电机参数存在多样性,并且针对多种工况下,电机在工作过程中存在参数变化、负载扰动等情况,导致电机参数辨识精度不高、电机-控制器模型失配等问题,提出了一种改进递归最小二乘法(recursive least squares, RLS)算法进行多种工况下多电机参数失配诊断。针对传统的递归最小二乘法在进行在线电机参数辨识时,容易固遗忘因子影响,存在跟随速度慢、抗干扰性差等问题,在原始递归最小二乘法基础上引入了随系统工况变化而变化的“变遗忘因子”,提高电机参数的跟踪速度和抗负载扰动能力;为验证改进后的递归最小二乘法是否具有可靠性、鲁棒性和泛化性,分别设置了5种假设工况,并进行多组实验对比,通过分析电机速度响应、d-q轴电流以及量化分析转矩跟踪和Rs参数辨识精度等,验证改进后的算法具有较强的鲁棒性和泛化性;并通过分析性能指标数据,主要包括平均速度、平均q轴电流等,得出改进后算法分析数据的有效性。

     

    Abstract: The controller models employed for various motors also differ, with motor parameters exhibiting diversity. Under multiple operating conditions, parameters may change during operation and load disturbances may occur, leading to issues such as low motor parameter identification accuracy and motor-controller model mismatch. An improved recursive least squares (RLS)algorithm for diagnosing multi-motor parameter mismatch under diverse operating conditions was proposed. Traditional RLS methods suffer from slow tracking speeds and poor disturbance rejection during online parameter identification due to fixed forgetting factors. A variable forgetting factor that adapts to changing operating conditions were introduced, which enhances tracking speed and load disturbance rejection. To validate the reliability, robustness, and generalization capability of the improved RLS, five hypothetical operating conditions were established and multiple experimental comparisons were conducted. Analysis of motor speed response, d-q axis currents, and quantitative assessment of torque tracking and Rs parameter identification accuracy confirmed the enhanced algorithm's robust performance and broad applicability. Furthermore, analysis of performance metric data, primarily average speed and average q-axis current, confirms the validity of the improved algorithm's analytical results.

     

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