Quan-Min Niu, Bo Zhang, Yan-Ling Li. Dynamical Analysis of Nonlinear Bifurcation in Current-Controlled Boost Converter[J]. Journal of Electronic Science and Technology, 2007, 5(4): 352-357.
Citation: Quan-Min Niu, Bo Zhang, Yan-Ling Li. Dynamical Analysis of Nonlinear Bifurcation in Current-Controlled Boost Converter[J]. Journal of Electronic Science and Technology, 2007, 5(4): 352-357.

Dynamical Analysis of Nonlinear Bifurcation in Current-Controlled Boost Converter

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This work was supported by the National Nature Science Foundation of China under Grant No.60436030。

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  • Author Bio:

    Quan-Min Niu research interests include power electronics technology and smart power integrated circuits, nqm1@tom.com;
    Bo Zhang, zhangbo@uestc.edu.cn

    Quan-Min Niu research interests include power electronics technology and smart power integrated circuits, nqm1@tom.com;
    Bo Zhang, zhangbo@uestc.edu.cn

  • Received Date: 2007-08-16
  • Rev Recd Date: 2007-09-20
  • Publish Date: 2007-12-24
  • Based on the bifurcation theory in nonlinear dynamics, this paper analyzes quantitatively period solution dynamic characteristic. In particular, the ones of period-1 and period-2 solutions are deeply studied. From locus of Jacobian matrix eigenvalue, we conclude that the bifurcations between period-1 and period-2 solutions are pitchfork bifurcations while the bifurcations between period-2 and period-3 solutions are border collision bifurcations. The double period bifurcation condition is verified from complex plane locus of eigenvalues, furthermore, the necessary condition occurred pitchfork bifurcation is obtained from the cause of border collision bifurcation.
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