Zur Seitenansicht
 

Titelaufnahme

Titel
Contributions to the Analysis and Control of Higher-Order Infinite-Dimensional Systems / submitted by Hubert Rams
AutorInnenRams, Hubert
Beurteiler / BeurteilerinSchöberl, Markus ; Deutscher, Joachim
Betreuer / BetreuerinSchöberl, Markus
ErschienenLinz, 2018
UmfangV, 187 Seiten : Illustrationen
HochschulschriftUniversität Linz, Dissertation, 2018
SpracheEnglisch
Bibl. ReferenzOeBB
DokumenttypDissertation
Schlagwörter (DE)verteilt-parametrische Systeme / Tor-basierte Hamiltonsche Systeme / differential Geometrie / Regelungstheorie
Schlagwörter (EN)distributed-parameter systems / port-Hamiltonian systems / differential geometry / control theory
Schlagwörter (GND)Unendlichdimensionales System / System mit verteilten Parametern / Differentialgeometrie / Regelungstheorie
URNurn:nbn:at:at-ubl:1-21005 Persistent Identifier (URN)
Zugriffsbeschränkung
 Das Werk ist gemäß den "Hinweisen für BenützerInnen" verfügbar
Dateien
Contributions to the Analysis and Control of Higher-Order Infinite-Dimensional Systems [3.69 mb]
Links
Nachweis
Klassifikation
Zusammenfassung (Englisch)

The present thesis is concerned with the modeling and representation, as well as the control and analysis, of systems with distributed parameters based on differential-geometric methods. Since a large number of technical processes belong to this system class, which are mathematically described by partial differential equations, it constitutes an exciting but also challenging field of research. Unlike their counterparts, systems with lumped parameters, these systems not only have a temporal dependency but also a spatial one. Some examples for distributed-parameter systems are: the elastic deformation of lightweight structures in machinery and plant engineering, as well as thermal processes in the steel and plastic industry. Due to the rapid development of information technology and the nowadays almost unlimited computational power, but also because of the increasing demands with respect to, e.g., quality and productivity, the theory and practice of distributed-parameter systems have enjoyed great popularity among researchers in the last decades, even though the evolution of the mathematical theory of partial differential equations already started in the late seventeenth century. However, distributed-parameter systems are still considered as sophisticated, and an unified mathematical theory for the systematic description and investigation of their characteristics is not yet available. That is, the mathematical framework as well as the control concepts are zoologically adapted to the particular type of equation. It is therefore the aim of this thesis to exploit differential-geometric methods in order to analyze distributed-parameter systems, and to show their applicability to control engineering problems. To this end, the present thesis is divided into three main parts.

Statistik
Das PDF-Dokument wurde 11 mal heruntergeladen.