Representation of the voltage space vector of the multilevel inverter in oblique-angled coordinate systems of two delta voltages

N. Lopatkin
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引用次数: 6

Abstract

The paper deals with two key oblique-angled coordinate systems for the space vector representation of the multilevel voltage source inverter which are considered as the coordinate systems of two delta voltages. Simplicity of the algorithm of the choice of the three nearest vectors to the reference and the determining of their actions durations under space vector PWM (SVPWM) realization in oblique-angled coordinates system is shown. The roles of the integer values and the fractional values of the relative delta voltages are revealed. The conclusion is drawn that the oblique-angled 60- and 120-degree coordinates are equivalent and similar from the point of view of steps, operations and results of the SVPWM algorithm application. The insertion of calculations in oblique-angled coordinates operations (with use of the presented formulas of corresponding transformations) as the subblock into the basic algorithm of calculations on orthogonal components has been proposed.
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多电平逆变器电压空间矢量在两个增量电压的斜角度坐标系中的表示
本文讨论了用于多电平电压源逆变器空间矢量表示的两个关键的斜角坐标系,它们被认为是两个增量电压的坐标系。给出了在斜坐标系下空间矢量PWM (SVPWM)实现中距离参考点最近的三个矢量的选择及其作用时间的确定算法的简单性。揭示了相对增量电压的整数值和分数值的作用。从SVPWM算法应用的步骤、操作和结果来看,得出60°和120°斜坐标是等效的和相似的结论。提出了在正交分量计算的基本算法中插入斜坐标运算的计算(使用相应的变换公式)作为子块。
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