Robust Stabilization of Nonlinear Mechanical Systems


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We study the problems of robust stabilization and optimization of the equilibrium states of nonlinear mechanical systems. Sufficient conditions for the stabilization of a linear system with measured output feedback are formulated by means of the full-order state observers. The solution of the general problem of robust stabilization and the estimates of the quadratic performance criterion are presented for a family of nonlinear systems on examples of a one-link pendulum on a moving platform in the upper equilibrium position and a pendulum with flywheel control. The application of the obtained results is reduced to the solution of systems of linear matrix inequalities.

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L. Kupriyanchyk

Institute of Mathematics, Ukrainian National Academy of Sciences

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Email: Lyudmyla.mail@gmail.com
乌克兰, Tereshchenkivs’ka Str., 3, Kyiv, 01601

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