永磁同步电机系统死区效应抑制策略研究
[Abstract]:Permanent magnet synchronous motor (PMSM) has been widely used because of its compact structure and large torque-current ratio. However, the dead time introduced by inverter will cause current distortion and torque fluctuation, which limits its application in high precision occasions. There are a lot of related literatures on motor torque fluctuation, but the research on motor current harmonic suppression caused by dead time of inverter is relatively few. Current harmonics will lead to the heating of the motor, the decrease of efficiency, and affect the control effect of the motor. Therefore, it is very important to suppress the current harmonics caused by the dead time of the inverter. Based on the permanent magnet synchronous motor model, aiming at the lack of detailed analysis of the dead time of the permanent magnet synchronous motor system, the harmonic mathematical model of the permanent magnet synchronous motor system is established, and the dead time length of the permanent magnet synchronous motor system is discussed. The influence of PWM modulation and sampling mode on the current distortion caused by dead time of inverter and the influence of different inductance, electric potential, motor speed and other system variables on current harmonics when different system variables such as inductance, electric potential and motor speed interact with the dead time of inverter. In order to select a suitable method to suppress the current harmonics caused by the dead time of the inverter, the existing optimal control algorithms are classified into two categories, which are the control methods based on specific harmonic suppression and the control methods based on full frequency domain harmonic suppression. A representative control method is selected to design the controller, and the two control methods are compared by comparing the suppression effect of the two methods on the dead time effect. For the full frequency domain harmonic suppression method, the dead time is regarded as disturbance, and the automatic disturbance rejection control is adopted. Firstly, through the frequency domain analysis of the transfer function, the basis of parameter selection is summarized. Then it is quantitatively proved that the ADRC has the ability to suppress the dead-time effect, and the corresponding second-order ADRC is designed. The simulation results show that the ADRC has the ability to suppress the dead-time effect. The parameters of the controller are optimized, and the zero-error observation of disturbance, the optimization of speed following performance and the optimization of phase current sinusoidal are realized respectively, and the conclusion that the first-order ADRC can better suppress the dead-time effect is obtained. Finally, the robustness of the controller under noise is discussed. For the harmonic suppression method of specific times, the harmonic injection method based on rotating coordinate system is adopted. In the design process, the average filter is designed to solve the contradiction between the bandwidth of the existing digital filter and the corresponding speed, and the feedforward control and cross-coupling term are introduced to solve the problem of slow response of multi-current loop. The simulation results show that the designed controller can suppress the dead-time effect, and the seventh harmonic drop effect is obvious in the harmonic current. Finally, the ADRC and the harmonic injection method are compared. through the comparison of the two methods, the characteristics and applicable occasions of the specific harmonic compensation method and the full frequency domain harmonic compensation method are summarized. On the basis of theoretical design and simulation analysis, the two kinds of controllers are compared and tested by using the designed hardware experiment platform based on DSP. The experimental results show that the two methods can effectively suppress the dead-time effect of permanent magnet synchronous motor (PMSM) system, which verifies the feasibility of the algorithm.
【学位授予单位】:哈尔滨工业大学
【学位级别】:硕士
【学位授予年份】:2017
【分类号】:TM341
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