Logo
User: Guest  Login
Autor:
Kunkel, Martin 
Originaltitel:
Nonsmooth Newton Methods and Convergence of Discretized Optimal Control Problems subject to DAEs 
Jahr:
2012 
Typ:
Dissertation 
Einrichtung:
Universität der Bundeswehr München, Fakultät für Luft- und Raumfahrttechnik 
Betreuer:
Gerdts, Matthias, Prof. Dr. 
Gutachter:
Gerdts, Matthias, Prof. Dr.; Büskens, Christof, Prof. Dr. 
Format:
PDF 
Sprache:
Englisch 
Schlagworte:
Differential-algebraisches Gleichungssystem ; Optimale Kontrolle ; Funktionenraum ; Finite-Elemente-Methode ; Newton-Verfahren 
Stichworte:
optimal control, differential-algebraic equations, function space methods, direct discretization, partial differential equations, finite element method, drift-diffusion equations, model order reduction, proper orthogonal decomposition 
DDC-Notation:
515.642 
Kurzfassung:
In this thesis optimal control problems subject to differential-algebraic equations (DAEs) with differential index 1 and 2 are discussed. Such equations occur for example as models of mechanical multi-body systems and electric circuits. Furthermore we obtain DAEs by space discretization of partial differential equations. After introduction and preliminaries a function space method for solving the optimal control problems is discussed in Chapter 3. The necessary optimality conditions for local mi...    »
 
Tag der mündlichen Prüfung:
21.02.2012 
Eingestellt am:
18.04.2012 
Ort:
Neubiberg 
Stadt (Autor):
Aachen 
Vorname (Autor):
Martin 
Nachname (Autor):
Kunkel