An optimization-based synthesis creates globally stable limit cycles in switching affine models that approximate nonlinear periodic dynamics, with a multiple-Lyapunov extension for reference tracking.
Automatica 47(3), 608–613 (2011)
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Synthesis of Limit Cycles and Reference Tracking via Switching Affine Systems
An optimization-based synthesis creates globally stable limit cycles in switching affine models that approximate nonlinear periodic dynamics, with a multiple-Lyapunov extension for reference tracking.