30 research outputs found

    Closed-Form Critical Conditions of Saddle-Node Bifurcations for Buck Converters

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    A general and exact critical condition of saddle-node bifurcation is derived in closed form for the buck converter. The critical condition is helpful for the converter designers to predict or prevent some jump instabilities or coexistence of multiple solutions associated with the saddle-node bifurcation. Some previously known critical conditions become special cases in this generalized framework. Given an arbitrary control scheme, a systematic procedure is proposed to derive the critical condition for that control scheme.Comment: Submitted to IEEE Transactions on Automatic Control on Jan. 9, 2012. Seven of my arXiv manuscripts have a common reviewe

    Time-varying effects and averaging issues in models for current-mode control

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    Encoded dynamics for fault tolerance in linear finite-state machines

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    Lyapunov-based control for switched power converters

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    Analysis and control design of paralleled DC/DC converters with current sharing

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    Recognition of dynamic patterns in DC-DC switching converters

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    Hierarchical approaches to modeling high-power-factor AC-DC converters

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    Asymptotic orders of reachability in perturbed linear systems

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