Computer Aided Process Control Design (2374007)
Katedra: | ústav přístrojové a řídící techniky (12110) |
Zkratka: | | Schválen: | 18.04.2008 |
Platí do: | ?? | Rozsah: | 2+2 |
Semestr: | L | Kredity: | 4 |
Zakončení: | Z,ZK | Jazyk výuky: | EN |
Anotace
Main tasks of automatic control are explained by examples of control loops, where unified control loop variables, symbols, notations are introduced. Computing and plotting facilities in Matlab are shown from the viewpoint of usability in control system design. Demonstrative examples of level, pressure, temperature and position control.
Basic control algorithms are presented in a verbal and mathematical form and a block scheme based simulation is carried out. Models of controlled plants (objects, processes) will be derived in linear and nonlinear form and by means of responses significance of simulation model correctness can be shown (antiwindup). It will be possible to demonstrate these problems in a project as another subject assessed up to 5 credits.
Osnova
Principles of automatic control, terminology, tasks.
Control system as a tool for designing, modelling, investigating real control circuits.
Block schemes.
Controlled processes, description, modelling, ways of control. Controller selection and its parameter setting from the viewpoint stability and control quality. ^
Controllers operating continuously and discreetly in time - comparison, special features. Advanced control problems.
All demonstrated by examples continuously processed in MATLAB/Simulink program.
Osnova cvičení
Lectures and exercises are mutually interconnected and hold in computer laboratory with immediate computer demo or own solving problems by means program Matlab/Simulink.
Literatura
Seborg, D., Edgar, T., Mellichamp, D.: Process Dynamics and Control. John Wiley Sons, New York, Chichester, Brisbane, Toronto, Singapore 1989. ISBN 0-471-86389-0
Ogata, K.: Modern Control Engineering. 4th Ed., Prentice Hall, 2002. ISBN 0-13-060907-2
Požadavky
Previous knowledge of linear algebra, complex calculus, Laplace transform, linear differential equations is advantageous but not essential.