Robust stability of linear control system with matrix uncertainty
Journal Title: Вісник Тернопільського національного технічного університету - Year 2016, Vol 82, Issue 2
Abstract
The work is devoted to working out of new methods for analysis of robust stability and robust stabilization of linear dynamic systems. Sufficient stability conditions of the zero solution are formulated for a linear system with uncertain coefficient matrices and a measured output feedback. In addition, a common quadratic Lyapunov function and ellipsoidal set of stabilizing matrixes of amplification factors of a output feedback are given for the whole set of system. Application of the results is reduced to a solution of systems of linear matrix inequalities.
Authors and Affiliations
Andrii Aliluiko, Ruslana Ruska
Keywords
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