基于分段参考模型的大行程双边直线开关磁阻电机模型参考自适应速度控制OA
Model Reference Adaptive Speed Control of Long-Stroke Double-Sided Linear Switched Reluctance Motors Based on Piecewise Reference Models
大行程双边直线开关磁阻电机因强非线性、时变参数及不确定性干扰导致动态模型失配,严重制约了其高性能运动控制.为此,该文提出一种基于分段参考模型的模型参考自适应速度控制方法.采用速度前馈控制与比例积分速度反馈控制相结合的复合策略,构建了电机速度可调控制系统结构.建立了匀速和加减速工况下的分段参考模型,并确定了分段参考模型的稳定参数范围.基于李雅普诺夫稳定性理论,将速度跟踪问题转化为广义状态向量的渐进收敛问题,推导得到电机自适应控制律.依据可调系统与其参考模型匹配准则,确定电机自适应控制律参数初值.实验结果表明,在负载质量为运动平台质量 1.5 倍的工况下,所提方法在 300 mm/s 和 100 mm/s参考速度下的速度波动分别为 0.82%和 3.09%,相较于参数不可调的速度前馈与比例积分反馈复合控制方法,其匀速段速度波动分别降低了 3.53%和 2.83%,相较于参数可调的模糊比例积分控制方法,则分别降低了 38.35%和 42.13%;在空载与带载、高速与低速工况下,所提方法在匀速稳态过程的平均最大绝对速度误差均小于其他两类方法.实验结果验证了所提方法的有效性.
Linear switched reluctance motors(LSRMs)exhibit broad application potential in industrial automation,wave energy conversion,and rail transportation,due to the absence of permanent magnets,robust mechanical structure,low heat consumption,high reliability,and low manufacturing cost.To mitigate disturbance forces,suppress electromagnetic force ripple,and enhance motor efficiency,double-sided LSRMs(DLSRMs)have been developed and have become a key focus of research.However,the dynamic model of DLSRMs is subject to parameter mismatches due to strong nonlinearity,time-varying parameters,and uncertain disturbances,significantly limiting high-performance motion control of DLSRMs.Model reference adaptive control(MRAC)has proven effective at handling uncertainties and improving system robustness.Therefore,this paper proposes a model-reference adaptive speed control method for long-stroke DLSRMs to improve their motion performance during long-stroke operation. A composite strategy combining speed feedforward control and proportional-integral(PI)speed feedback control is adopted to construct the adjustable-speed control system for the long-stroke DLSRM.Differential equation models for both the adjustable motor system and its reference model are established.Then,a generalized position error is defined as the difference between the output positions of the adjustable motor system and those of the reference model.Using this error,a Lyapunov function is formulated.Based on Lyapunov stability theory,the speed-tracking problem is transformed into an asymptotic-convergence problem for a generalized state vector,and an adaptive control law for the long-stroke DLSRM is derived.Considering that the practical operation of the DLSRM involves acceleration,constant speed,and deceleration phases,each with different performance requirements,piecewise reference models are designed for the constant-speed and acceleration/deceleration phases.The stable parameter ranges for the piecewise reference models are determined.Furthermore,the initial values of the adaptive control parameters are set according to the matching criterion between the adjustable motor system and its reference model. Experimental results show that under a loading condition equivalent to 1.5 times the mass of the moving platform,the speed ripples achieved by the proposed method are 0.82%at 300 mm/s and 3.09%at 100 mm/s.Compared with a non-adjustable-parameter control method that combines speed feedforward and PI feedback,the speed ripples during constant-speed operation are reduced by 3.53%and 2.83%,respectively.Compared with an adjustable-parameter fuzzy PI control method,the reductions are 38.35%and 42.13%,respectively.Moreover,the adjustable-parameter fuzzy PI method exhibits smaller maximum absolute speed errors during acceleration and deceleration phases under various load and speed conditions.The proposed method achieves the lowest average maximum absolute speed error during the steady-state constant-speed phase.Thus,the proposed method effectively reduces overall speed ripple and demonstrates strong robustness against load disturbances in long-stroke DLSRMs.Since speed ripple is the critical performance indicator for constant-speed operation in linear motors,rather than maximum absolute speed error,the proposed method is well-suited for long-stroke DLSRM speed-control applications.
黄苏丹;符瑞星;曹广忠;胡宏锦;梁得亮
深圳大学机电与控制工程学院广东省电磁控制与智能机器人重点实验室 深圳 518060||深圳大学极端环境绿色长寿道路工程全国重点实验室(深圳) 深圳 518060深圳大学机电与控制工程学院广东省电磁控制与智能机器人重点实验室 深圳 518060||深圳大学极端环境绿色长寿道路工程全国重点实验室(深圳) 深圳 518060深圳大学机电与控制工程学院广东省电磁控制与智能机器人重点实验室 深圳 518060||深圳大学极端环境绿色长寿道路工程全国重点实验室(深圳) 深圳 518060深圳大学机电与控制工程学院广东省电磁控制与智能机器人重点实验室 深圳 518060||深圳大学极端环境绿色长寿道路工程全国重点实验室(深圳) 深圳 518060电工材料电气绝缘全国重点实验室(西安交通大学电气工程学院) 西安 710049
信息技术与安全科学
双边直线开关磁阻电机模型参考自适应控制速度波动分段参考模型李雅普诺夫稳定性
Double-sided linear switched reluctance motormodel reference adaptive controlspeed ripplepiecewise reference modelLyapunov stability
《电工技术学报》 2026 (12)
4011-4021,11
国家自然科学基金(52277061,52232013)和深圳市科技计划(JCYJ20240813141634046,JCYJ20220818095804009)资助项目.
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