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Analytical frequency modeling of a diode rectifier Formulation for SQP solving versus formulation for Newton-Raphson solving

机译:用于SQP求解的二极管整流器公式与用于Newton-Raphson求解的公式的分析频率模型

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Purpose - Static converters generate current harmonics in grids. Numerous studies on analytical frequency models of converters are often required to carry out their harmonic modeling in the context of sizing by optimization. Some formulations are proposed to solve such models. Each formulation has its own advantages and drawbacks. The paper mainly focusses on two formulations: the first to be solved by sequential quadratic programming (SQP) and the second to be solved by Newton-Raphson (NR). In this way, the purpose of this paper is to present the performances of each formulation and compare the results of both formulations for the modeling of a single-phase diode rectifier.
机译:目的-静态转换器在电网中产生电流谐波。通常需要对转换器的分析频率模型进行大量研究,以在通过优化确定尺寸的前提下进行谐波建模。提出了一些公式来解决这种模型。每种配方都有其自身的优点和缺点。本文主要关注两个公式:第一个由顺序二次规划(SQP)解决,第二个由Newton-Raphson(NR)解决。以此方式,本文的目的是介绍每种配方的性能,并比较两种配方的结果,以对单相二极管整流器进行建模。

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