Critical Control Systems: Theory, Design and ApplicationsWiley, 14 dic 1993 - 187 pagine Describes the analysis and design regarding various classes of critical control systems including continuous time, discrete time and sampled-data systems. Numerous examples and detailed case studies demonstrate how the theory can be applied to practical control system design. Also features several useful numerical algorithms. |
Sommario
Numerical Algorithms | 3 |
The Method of Inequalities | 8 |
Discrete Time Systems | 33 |
Copyright | |
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Critical Control Systems: Theory, Design and Applications J. F. Whidborne,G. P. Liu Visualizzazione estratti - 1993 |
Parole e frasi comuni
A₁ admissible controller aircraft airgap algorithm altitude assumed bound Chapter characterised closed-loop transfer function compute Computer-Aided Design considered coprime criterion critical control systems critical systems D₁ D₂ defined Definition denote design problem Do(s error external inputs finite frequency domain function space generalised output guideway H-optimisation H¹(D Hardy space IEEE Trans input space F(m input-output known function space Laplace transform Lemma linear Maglev measurement noise method of inequalities minimises minimum phase optimal controller optimisation parameters performance criteria performance function performance index phase plants piecewise continuous plant disturbance polynomials Proof real numbers reference input Routh test sampled-data sampling satisfies Section self-tuning sup regulator sensitivity function shown in Figure stability standard feedback step response strictly proper sup controller sup v(t supremum system Sc(G Theorem unit disc vector w₁ Zakian Zakian's framework zero
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