Tuesday, May 11
MS15
Computational Methods for Practical Control Design - Part I of II
10:45 AM-12:45 PM
Room: Georgia 1 & 2
For Part II, see MS20.
This 2-part minisymposium will focus on computational methods for
control. The speakers will discuss proper orthogonal decomposition
(POD) which leads to low order (and therefore computationally
efficient) systems, different numerical schemes that can be applied
to compute functional gains for a control problem, computation of
sensitivities, ultimately to be used in optimal design, and a
Newton-SQP interior-point method for output feedback design.
Organizer: Belinda B. King
Virginia Polytechnic Institute and State University
- 10:45-11:10 Practical Aspects of the Application of Proper
Orthogonal Decomposition in Flow Control
- Marco Fahl, Universität Trier, Germany
- 11:15-11:40 Reduced Order Compensator Based Controllers via
the Proper Orthogonal Decomposition
- Jeanne Atwell, Virginia Polytechnic Institute and State
University; and Belinda B. King, Organizer
- 11:45-12:10 Computational Methods for Feedback Operators for
LQR Control Problems
- Kevin Hulsing, Virginia Polytechnic Institute and State University
- 12:15-12:40 Optimal Control by Utilizing the Proper Orthogonal Decomposition
- Karl Kunisch and Stefan Volkwein, Karl-Franzens
Universität Graz, Austria
MMD, 2/2/99