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基于Z变换的PWM Boost变换器离散建模与混沌仿真 被引量:2

Discrete Model of PWM Boost Converter Based on Z-Transform and Its Chaos Simulation
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摘要 Z变换在表示和分析离散时间系统中具有十分重要的作用。很多情况下采用变换域下的系统理论,分析时域下的连续时间系统具有很多优点。因此,该文建立了电流控制模式PWM Boost变换器不连续模态下系统运行的差分方程,基于Z变换获得了离散系统函数,根据Z变换下离散系统运行的稳定性判据,确定了系统稳定运行的准确参数范围,并模拟仿真证实了该文研究方法的正确性,为进一步利用变换域分析方法研究DC/DC变换器的稳定运行规律打下了基础。 The Z-transform plays a particularly important role in the analysis and expresentation of discrete-time system. The using of system analysis theory in transform-domain brings much convenience in studying a time-domain series-time s ystem under many circumstance. So the difference equation of voltage-feed PWM bo ost converter working in discontinuous current mode(DCM)is setup in this artic le. The discrete-time system function based on Z-transform is available, then th e accuracy parameter scope is decided according to stability criterion under Z-t ransform. The research gives the preliminary work for studying DC/DC power conve rter using transform-domain analysis method.
出处 《计算机仿真》 CSCD 2005年第4期40-42,共3页 Computer Simulation
关键词 变换 离散时间 数学模型 混沌 Transform Discrete-time Mathematic model Chaos
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参考文献5

  • 1Soumitro Banerjee, Krishnendu Chakrabarty Nonlinear Modeling and Bifurcations in the Boost Converter[J]. IEEE Trans On Power Electronics,March 1998, 13(2).
  • 2J R Wood. Chaos: a Real Phenomenon in Power Electronics[J].IEEE Trans.on Circuit and System I,1989,(35):115-124.
  • 3C K Tse, K M Adams. Qualitatives analysis and control of a dc-dc converter operating in discontinuous mode[J]. IEEE Trans On Power Electronic,1990, F(3):323-330.
  • 4C K Tse. Flip Bifurcation and Chaos in Three-State Boost Switching Regulators. IEEE Trans On Circuits And System I, January 1994,41(1).
  • 5G Podder, K Chakraharty and S Banerjee. Control of Chaos in DC-DC Converter[J]. IEEE Trans On Circuit and System I June 1998, 45, (6):672-676.

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