Data-driven reduced model construction with time-domain Loewner models
This work presents a data-driven nonintrusive model reduction approach for large-scale time-
dependent systems with linear state dependence. Traditionally, model reduction is …
dependent systems with linear state dependence. Traditionally, model reduction is …
Numerical algebra, matrix theory, differential-algebraic equations and control theory
This book is dedicated to Volker Mehrmann, our mentor, co-author, colleague, and friend.
Each chapter in this book highlights one of the many topics Volker has worked on. Inevitably …
Each chapter in this book highlights one of the many topics Volker has worked on. Inevitably …
[PDF][PDF] Decoupling and optimization of differential-algebraic equations with application in flow control
J Heiland - 2014 - depositonce.tu-berlin.de
A class of abstract differential-algebraic equations is considered as they occur, eg, in the
modelling of flows. We derive a functional-analytic framework for the analysis of the structure …
modelling of flows. We derive a functional-analytic framework for the analysis of the structure …
[PDF][PDF] Numerical aspects of flow stabilization by Riccati feedback
HK Weichelt - 2016 - pure.mpg.de
In this thesis, we examine important numerical aspects of a Riccati-based feedback
stabilization approach in order to stabilize incompressible flow problems. Various transport …
stabilization approach in order to stabilize incompressible flow problems. Various transport …
Discrete input/output maps and their relation to proper orthogonal decomposition
Current control design techniques require system models of moderate size to be applicable.
The generation of such models is challenging for complex systems which are typically …
The generation of such models is challenging for complex systems which are typically …
[PDF][PDF] Modellreduktion und optimale Regelung nichtlinearer Strömungsprozesse
LM Pyta, D Abel, O Sawodny - 2018 - publications.rwth-aachen.de
Kurzzusammenfassung Die dynamische Beschreibung von Strömungsprozesse ist
üblicherweise die nichtlineare partielle Differentialgleichung (PDE). Für die Beherrschung …
üblicherweise die nichtlineare partielle Differentialgleichung (PDE). Für die Beherrschung …
[引用][C] Modellreduktion und optimale Regelung nichtlinearer Strömungsprozesse
L Dörschel - Dissertation, RWTH Aachen …
[引用][C] Adaptive discretization of input/output maps and optimal control of flows
V Mehrmann - 2012