Systems Optimization - Modultafeln of TU Ilmenau
have a pure informational character. The legally binding information
can be found in the corresponding Studienplan and Modulhandbuch, which are served on the
pages of the course offers.
Please also pay attention to this
legal advice (german only).
Information on the room and time of planned courses can be found in the e-calendar of events. Courses and examinations that are not listed in the e-calendar of events are planned "by appointment". A list of the events concerned can be found here: courses, examinations.
|subject properties Systems Optimization in major Master Research in Computer & Systems Engineering 2012|
|department||Department of Computer Science and Automation|
|ID of group||2212 (Group Simulation and Optimal Processes)|
|subject leader||Prof. Dr. Pu Li|
|on-campus program (h)||45|
|exam||oral examination performance, 30 minutes|
|details of the certificate|
Oral examination, 30 min.
|Signup details for alternative examinations|
|maximum number of participants||30|
|previous knowledge and experience||<p><span id="part1"><span dir="none">Fundamentals of Mathematics and Control Engineering</span></span></p>|
|learning outcome||<p>• to model and classify optimization problems</p><p>• to identify relevant optimization algorithms and solve real-life engineering optimization problems</p><p>• to enable the student solve practical optimization problems using modern software tools</p><p><span dir="none">• to enable the student analyze the viability of optimization solutions for practical use</span></p><p> </p>|
Methods of Unconstrained Optimization Problems
|media of instruction||<p><span id="part1"><span dir="none">Presentation, Lecture slides script, blackboard presentation</span></span></p>|
|literature / references||<p><span id="part1"><span dir="none">• J.T. Betts: Practical methods for optimal control using nonlinear programing, SIAM 2001.<br />• A. E. Bryson, Y.-C. Ho: Applied optimal control : optimization, estimation, and control, Taylor & Francis, 1975.<br />• C. Chiang: Elements of dynamic optimization. McGraw-Hill, 1992.<br />• E. Eich-Soellner, C. Führer: Numerical methods in multibody dynamics. B.G Teubner, 1998.<br />• M. Gerdts: Optimal control of ODEs and DAEs. De Gruyter, 2012.<br />• D.R. Kirk: Optimal Control theory: an introduction. Dover Publisher, 2004.<br />• J. Nocedal, S.J. Wright: Numerical methods of optimization. 2nd ed. Springer Verlag 2006.<br />• R.D. Rabinet III et al.: Applied dynamic programming for optimization of dynamical systems. SIAM 2005.<br />• S.S. Rao: Engineering optimization - theory and practice. Wiley, 1996.</span></span></p>|
|evaluation of teaching|
WS 2018/19 (Fach)
WS 2015/16 (Vorlesung)
WS 2017/18 (Vorlesung)