Titlebook: Disturbance Attenuation for Uncertain Control Systems; With Contributions b Hans Wilhelm Knobloch Book 2014 Springer International Publishi

土坯

https://doi.org/10.1007/b137482We wish to carry out the program which we began in [3]. It turns out that this is best done by repeating the construction of control laws sketched in [3]. However we omit the various assumptions which were introduced for the purpose of simplification in [3] but which obscured the real scope of the method.

minion

About this Lecture Note,We will present a survey on recent attempts to treat classical regulator design problems in case of an uncertain dynamics. The source of the uncertainty can be twofold:

A簡(jiǎn)潔的

,Dissipation Inequalities and Nonlinear H?∞?-Theory,We consider smooth control systems which are influenced by an exogeneous input (e.g. disturbance signal) .?→?.(.).? ..

Mechanics

Dissipation Inequalities: An Alternative Approach,We study the affine quadratic scenario and adopt the notation introduced in [1]. Standing assumption throughout this paper: The state variable . can be decomposed into two parts ..,.. (of dimension ..,..) and it is assumed that the disturbance . does not act directly upon ...

lavish

結(jié)束

Disturbance Attenuation in Control Systems,We wish to carry out the program which we began in [3]. It turns out that this is best done by repeating the construction of control laws sketched in [3]. However we omit the various assumptions which were introduced for the purpose of simplification in [3] but which obscured the real scope of the method.

Exaggerate

Disturbance Attenuation for Uncertain Control Systems978-3-319-00957-5Series ISSN 0170-8643 Series E-ISSN 1610-7411

尖

0170-8643 stems.Written by experts in the field.?.This book presents a survey on recent attempts to treat classical regulator design problems in case of an uncertain dynamics. It is shown that source of the uncertainty can be twofold:.(i) The system is under the influence of an exogenous disturbance about whi

Discrete

ACE-inhibitor