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Titlebook: Robust Stabilisation and H_ Problems; Vlad Ionescu,Adrian Stoica Book 1999 Springer Science+Business Media Dordrecht 1999 Mathematica.aero

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楼主: DART
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Control: A Signature Condition Based Approach,m consists in finding a controller which simultaneously stabilizes and achieves disturbance attenuation under a prescribed tolerance level. In fact, the enormous attention paid to the problem above sketched can be explained by the necessity of providing appropriate solutions of the current generatio
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Optimal , Problems: A Singular Perturbation Approach,n γ. In order to improve the attenuating performances of the resulting system, it is desirable to design the . controllers for low values of γ, as close as possible to their minimum .. The optimal level of attenuation . is in fact the largest γ for which one of the necessary and sufficient condition
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Optimal , Problems: A Singular Perturbation Approach,se as possible to their minimum .. The optimal level of attenuation . is in fact the largest γ for which one of the necessary and sufficient conditions for the solvability of the .-control problem given by Theorems 3.7 and 3.9 fails; therefore the following cases may occur at .:
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Singular , Problems,present chapter we shall treat them by a technique based on LMIs. Explicit formulae for the corresponding solutions are derived in terms of LMIs solutions; we also discuss numerical aspects related to the solutions computation illustrated by design examples from aircraft domain.
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,Struktur und Dynamik der Verdrängung etablierter Unternehmen durch die Diffusion disruptiver Innovag liefert hierbei Ansätze zur Darstellung der Verbreitung einer neuen Technologie, welche auch für die Substitution einer etablierten Technologiegeneration gelten. Die Modellierung der generellen Abläufe und Wirkungsbeziehungen erfolgt auf Basis grundlegender Erkenntnisse der Diffusionsforschung.
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