Robust H1 Nonlinear Control via Fuzzy Static Output Feedback

نویسندگان

  • Ji-Chang Lo
  • Min-Long Lin
چکیده

|An optimization technique is proposed to represent a class of nonlinear systems by a Takagi-Sugeno uncertain fuzzy model. Then a robust H1 quadratic stabilization problem to the uncertain fuzzy systems via static output feedback is investigated. It is proved that existence of a set of solvable BMI su ces to guarantee the quadratic stabilization of an uncertain fuzzy system in an H1 sense. An LMI formulation is suggested to alleviate the di culties of BMI that are inherited from the stabilizability problems via static output feedback control. Both continuousand discrete-time systems are treated in a uni ed approach and connections to state feedback and dynamic output feedback are addressed.

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تاریخ انتشار 2003