五相串联双电机驱动的多维空间矢量脉宽调制方案

M. Durán, F. Barrero, S. Toral, E. Levi
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引用次数: 15

摘要

本文研究了一种基于多维空间方法的空间矢量PWM (SVPWM)技术。随着相位数的增加而出现的额外自由度使SVPWM变得更加复杂,因为VSI空间矢量不再处于单个二维空间中。现有的方法主要是基于n维空间分解为(n- 1)/2个二维子空间,当输出需要是正弦或高谐波注入的正弦时,这是足够的。然而,在这里考虑的情况下(五相串联双电机驱动),在两个子空间中有两个独立的参考电压矢量,并且出现了主动电压矢量选择的问题。这里概述的方法能够克服这个问题,因为电压空间矢量是根据为多维空间制定的标准选择的,因此同时考虑了所有的二维子空间。本文首先总结了在多维情况下适当选择电压空间矢量的数学分析。给出了一般n相情况下VSI空间矢量选择的不同准则,并通过为两个串联五相电机供电的五相VSI的仿真验证了SVPWM方案的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multi-Dimensional Space Vector Pulse Width Modulation Scheme for Five-Phase Series-Connected Two-Motor Drives
A space vector PWM (SVPWM) technique for multiphase voltage source inverters (VSI), based on a multidimensional space approach, is considered in this paper. The additional degrees of freedom, which appear as the number of phases increases, make the SVPWM more complex because VSI space vectors are not in a single two-dimensional space any more. Existing approaches are predominantly based on n- dimensional space decomposition into (n-l)/2 two-dimensional sub-spaces and this is adequate when the output is required to be sinusoidal or sinusoidal with higher harmonic injection. However, in the case considered here (five-phase series- connected two-motor drive) there are two independent reference voltage vectors in the two sub-spaces and the problem of active voltage vector selection arises. The methodology outlined here is capable of overcoming this problem, since the voltage space vectors are selected on the basis of criteria that are formulated for the multi-dimensional space, so that all the two-dimensional sub-spaces are simultaneously considered. The paper at first summarises the mathematical analysis that establishes the necessary conditions for appropriate selection of the voltage space vectors in the multi-dimensional case. Different criteria for the general n-phase case are presented for the selection of the VSI space vectors and the validity of the SVPWM scheme is verified by simulation of a five-phase VSI supplying two series-connected five-phase motors.
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