CDS 110b, Winter 2007
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This is the homepage for CDS 110b, Introduction to Control Theory for Winter 2007.
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Course Syllabus
Course Desciption and Goals: CDS 110b focuses on intermediate topics in control theory, including control theory for robust performance, optimal control methods, and state estimation using Kalman filters. Upon completion of the course, students will be able to design and analyze control systems of moderate complexity. Students may optionally participate in a course project in lieu of taking the midterm and final. Students participating in the course project will learn how to implement and test control systems on a modern experimental system.
 cds110students mailing list  all students in the class should be signed up on this list (archive)
Grading
The final grade will be based on homework sets, a midterm exam and a final exam:
 Homework: 50%
Homework sets will be handed out weekly and will generally be due one week later at 5 pm to the box outside of 109 Steele. Late homework will not be accepted without prior permission from the instructor.
 Midterm: 20%
A midterm exam will be handed out at the beginning of midterms week and due at the end of the midterm examination period. The midterm exam will be open book.
 Final: 30%
The final exam will be handed out on the last day of class due at the end of finals week. It will be an open book exam.
Collaboration Policy
Collaboration on homework assignments is encouraged. You may consult outside reference materials, other students, the TA, or the instructor. All solutions that are handed in should reflect your understanding of the subject matter at the time of writing. MATLAB scripts and plots are considered part of your writeup and should be done individually.
No collaboration is allowed on the midterm of final exams.
Course Text and References
The recommended course texts are:
 B. Friedland, Control System Design: An Introduction to StateSpace Methods, Dover, 2004. Available in the Caltech bookstore.
 K. J. Åström and R. M. Murray, [AM:Main PageDesign and Analysis of Feedback Systems], Preprint, 2006. Available online.
 J. Doyle, B. Francis, A. Tannenbaum, Feedback Control Theory, Macmillan, 1992. Available online.
You may find the following texts useful as well:
 F. L. Lewis and V. L. Syrmos, "Optimal Control", Second Edition, WileyIEEE, 1995. (Google Books)
 G. F. Franklin, J. D. Powell, and A. EmamiNaeni, Feedback Control of Dynamic Systems, AddisonWesley, 2002.
 N. E. Leonard and W. S. Levine, Using Matlab to Analyze and Design Control Systems, Benjamin/Cummings, 1992.
 A. D. Lewis, A Mathematical Approach to Classical Control, 2003.