IEE Proceedings - Generation Transmission and Distribution · 1995 · 42 citations · 0 references
EngineeringElectrical EngineeringAnalog ElectronicsCircuit TheoryPower ElectronicsAc-dc ConversionAc-dc ConvertersDc-dc ConversionDc-dc ConvertersFourier Analysis Of CircuitsTransfer FunctionsAc-dc RectifiersDc-ac ConversionFrequency-domain Circuit AnalysisFrequency-domain Circuit ModelingNewton's Method As A Fixed Point ProcessPartial DerivativesRipple Effect AnalysisSix-pulse Converter Analysis
A set of equations are developed that describe the six-pulse convertor in the steady-state harmonic domain. The method used is to directly convolve in the harmonic domain the DC voltage in each conduction period, with an appropriate sampling function. This avoids the need to use transfer functions, FFTs, or complicated Fourier transforms. The technique is fast and simple, and is able to model effects that have, until now, been largely ignored (such as the DC ripple effect on commutation duration). Moreover, the equations are suitable for inclusion in a Newton-type solution method, as the partial derivatives are easily obtained.