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On optimal H infinity model reduction using linear matrix inequality.

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Academic year: 2017

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Unduh sekarang ( 68 Halaman )

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Abstract

In this thesis, the necessary and sufficient conditions are given for the existence of a solution to the continuous-and discrete-time Hco model reduction problem. These conditions

are expressed in terms of linear matrix inequalities (LMIs) and a coupling non-convex rank constraint set. Furthermore, the parametrization of all reduced order models that correspond to a feasible solution is provided. The alternating projection method is tried to be implemented to this problem and related computational issues are discussed.

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Unduh sekarang ( PDF - 68 Halaman - 3.13 MB )

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On optimal H infinity model reduction using linear matrix inequality.

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