| 引用本文: | 曹文思,郑 盾,巩鲁洪,邱道尹.准谐振开关变换器新的建模方法[J].电力自动化设备,2011,31(7): |
| CAO Wensi,ZHENG Dun,GONG Luhong,QIU Daoyin.Modeling of quasi resonant converter[J].Electric Power Automation Equipment,2011,31(7): |
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| 摘要: |
| 根据准谐振开关变换器时变的、非线性的动态特性，以Boost ZVS-QRC为例分析了其工作模态和工作原理，提出了一种针对准谐振开关变换器新的建模方法，给出了该方法的推理过程和建模步骤。该方法把准谐振电路分为低频电路和高频电路两部分，低频电路部分电感和电容分别用恒流源和恒压源表示，在一个周期内对高频电路部分进行稳态分析，对低频电路部分的电感电压、电容电流在一个周期内进行平均，得到了统一的系统状态方程。应用Matlab对Boost ZVS-QRC原电路模型、新的建模方法数学模型和状态空间平均法数学模型进行仿真对比，结果表明新的建模方法更接近于实际电路模型的仿真结果。 |
| 关键词: 变换器 准谐振变换器 数学模型 非线性 状态空间平均法 仿真 |
| DOI： |
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| 基金项目:河南省教育厅自然科学基金项目（2011A470005）； 河南省科技重大攻关项目（092102210234） |
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| Modeling of quasi resonant converter |
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CAO Wensi1, ZHENG Dun2, GONG Luhong3, QIU Daoyin1
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1.North China Institute of Water Conservancy and Hydroelectric Power，Zhengzhou 450011，China;2.Zhengzhou Power Supply Company，Zhengzhou 450000，China;3.Zhengzhou Xianghe Group Electric Equipment Manufacturing Co.，Ltd.，Zhengzhou 450016，China
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| Abstract: |
| According to the time-variant and nonlinear dynamic characteristics of QRC（Quasi Resonant Converter），its operating modes and operating principle are analyzed based on Boost ZVS-QRC. A modeling approach of QRC is presented，including its illative process and implementation steps. Its circuit is divided into low frequency section and high frequency section. The inductor and capacitor of low frequency circuit are represented respectively as ideal current source and ideal voltage source. Within a period，the steady-state of high frequency circuit is analyzed and the inductor voltage and capacitor current of low frequency circuit are averaged to get a unified system state equation. Simulative comparison among the Boost ZVS-QRC model，the QRC model based on the proposed modeling approach and the QRC model based on the state-space averaging Principle is carried out with Matlab，which shows that the simulative result of the QRC model based on the proposed modeling approach is closer to that of actual circuit model. |
| Key words: electric converters quasi resonant converter mathematical models nonlinearity state-space averaging principle computer simulation |
