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Uncertain Models and Robust Control (Paperback, Softcover reprint of the original 1st ed. 1991)
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Uncertain Models and Robust Control (Paperback, Softcover reprint of the original 1st ed. 1991)
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INHALT LANG: Introduction: Introductory Survey; Vector Norm. Matrix
Norm. Matrix Measure; Functional Analysis, Function Norms and
Control Signals.- Differential Sensitivity. Small-Scale
Perturbation: Kronecker Calculus in Control Theory; Analysis Using
Matrices and Control Theory; Eigenvalue and Eigenvector
Differential Sensitivity; Transition Matrix Differential
Sensitivity; Characteristic Polynomial Differential Sensitivity;
Optimal Control and Performance Sensitivity; Desensitizing
Control.- Robustness in the Time Domain: General Stability Bounds
in Perturbed Systems; Robust Dynamic Interval Systems;
Lyapunov-Based Methods for Perturbed Continuous-Time Systems;
Lyapunov-Based Methods for Perturbed Discrete-Time Systems; Robust
Pole Assignment; Models for Optimal and Interconnected Systems;
Robust State Feedback Using Ellipsoid Sets; Robustness of Observers
and Kalman-Bucy Filters; Initial Condition Perturbation, Overshoot
and Robustness; Lnp-Stability and Robust Nonlinear Control.-
Robustness in the Frequency Domain: Uncertain Polynomials. Interval
Polynomials; Eigenvalues and Singular Values of Complex Matrices;
Resolvent Matrix and Stability Radius; Robustness Via
Singular-Value Analysis; Generalized Nyquist Stability of Perturbed
Systems; Block-Structured Uncertainty and Structured Singular
Value; Performance Robustness; Robust Controllers Via Spectral
Radius Technique.- Coprime Factorization and Minimax Frequency
Optimization: Robustness Based on the Internal Model Principle;
Parametrization and Factorization of Systems; Hardy Space Robust
Design.- Robustness Via Approximative Models: Robust Hyperplane
Design in Variable Structure Control; SIngular Perturbaitons.
Unmodelled High-Frequendy Dynamics; Control Using Aggregation
Models; Optimum Control of Approximate and Nonlinear Systems;
System Analysis via Orthogonal Functions; System Analysis Via Pulse
Functions and Piecewise Linear Functions; Orthogonal Decomposition
Applications.
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