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Control strategy of shunt active power filter based on an algebraic approach

机译:基于代数方法的分流有源电力滤波器控制策略

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In the report the basic principles of an algebraic approach to generate instantaneous compensative actions in an active power filter by means of algebra of four-dimensional hyper-complex numbers are described. This approach is based on the separation of instantaneous power into real and imaginary terms. The experimental testing shows the control strategy of instantaneous compensation allows to achieve unity or leading power factor at sinusoidal waveform of source currents in the non-linear unbalanced load.
机译:在报告中,描述了通过四维超复数的代数在有源电力滤波器中产生瞬时补偿动作的代数方法的基本原理。这种方法是基于瞬时功率分离成真实和虚构的术语。实验测试表明瞬时补偿的控制策略允许在非线性不平衡负载中实现源电流的正弦波形状的单位或前导功率因数。

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