A Method of Suppressing Torque Fluctuation of Surface-mounted Permanent Magnet Synchronous Motor Using Current Harmonics
A permanent magnet synchronous motor, current harmonic technology, applied in torque ripple control and other directions, can solve the problems of inaccurate current zero-crossing detection, complex algorithm, wrong compensation and so on
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Embodiment 1
[0111] 101: figure 2 It is a finite element model of a 4-pole 6-slot double-layer winding surface-mounted permanent magnet synchronous motor. The rated frequency of the motor is 50Hz, the rated speed is 1500r / min, and the effective value of the rated current is 3A, that is, I 1 = 4.24A. Surface-mounted permanent magnet synchronous motors usually use i d =0 control mode to control, that is, ψ 1 =0.
[0112] 102: The three-phase electromotive force waveform of the motor can be obtained through finite element simulation, such as image 3 (a) shown. Further obtain the spectrum distribution of each harmonic of the back EMF and the amplitude of each harmonic through Fourier transform, such as image 3 (b) shown.
[0113] 103: by image 3 (b) It can be seen that the 5th and 7th orders of the back electromotive force waveform are the main harmonics, and the amplitudes of other harmonics are less than 2% of the fundamental wave amplitude, so other harmonics can be ignored, foc...
Embodiment 2
[0122] 101: Figure 5 It is a 4-pole 12-slot single-layer winding surface-mount permanent magnet synchronous motor finite element model. The rated frequency of the motor is 50Hz, the rated speed is 1500r / min, and the effective value of the rated current is 3A, that is, I 1 = 4.24A. Surface-mounted permanent magnet synchronous motors usually use i d =0 control mode to control, that is, ψ 1 =0.
[0123] 102: The three-phase electromotive force waveform of the motor can be obtained through finite element simulation, such as Image 6 (a) shown. Further obtain the spectrum distribution of each harmonic of the back EMF and the amplitude of each harmonic through Fourier transform, such as Image 6 (b) shown.
[0124] 103: by Image 6(b) It can be seen that the 5th and 7th orders of the back electromotive force waveform are the main harmonics, and the amplitudes of other harmonics are less than 2% of the fundamental wave amplitude, so other harmonics can be ignored, focusing o...
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