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The pqr-coordinate in the mapping matrices model of Kim-Akagi on power transformation based on Euler angle rotation method

机译:基于欧拉角旋转法的金-赤木功率变换映射矩阵模型中的pqr坐标

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The pqr-coordinate in the mapping matrices model of Kim-Akagi developed in order to find a solution to the problems of harmonic caused by non-sinusoidal power system and non-linear loads. This model is designed for the active/reactive power filter under energy balance and compensation condition. The pqr-coordinate is developed as well as space-vector transformation of the active/reactive power by using Euler angle rotation. The mapping matrices model of Kim-Agaki revisited by the Euler angle rotation method. By using the Euler angles methods of twice rotation the available mapping matrices model of Kim-Akagi is resulted. Furthermore, the Euler angles methods of three times rotation will result in a correction factor. Also conducted to orthogonal test and invariant transformation properties and the results obtained show that space-vector transformation is part of Clarke transformation.
机译:开发Kim-Akagi映射矩阵模型中的pqr坐标是为了解决由非正弦电力系统和非线性负载引起的谐波问题。该模型设计用于能量平衡和补偿条件下的有源/无功滤波器。通过使用欧拉角旋转来开发pqr坐标以及有功/无功功率的空间矢量变换。通过Euler角旋转法重新探究Kim-Agaki的映射矩阵模型。通过使用两次旋转的欧拉角方法,可以得到Kim-Akagi的可用映射矩阵模型。此外,三次旋转的欧拉角方法将产生校正因子。还进行了正交检验和不变变换性质,所得结果表明,空间矢量变换是Clarke变换的一部分。

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