First mathematical knowledge about plant modeling which is needed for design of control systems is summarized, then basic and practical system identification procedures are explained. Also, nonlinear filtering techniques needed for prediction of behavior of systems in future are studied.
For state estimation and system identification, general knowledge about signal processing and stochastic process are needed. In this course, such basic knowledge is studied totally, and concrete state estimation and system identification algorithms are studied.
system modeling, system identification, state estimation, nonlinear filtering
✔ Specialist skills | Intercultural skills | Communication skills | Critical thinking skills | ✔ Practical and/or problem-solving skills |
Each class contains one topic basically.
Course schedule | Required learning | |
---|---|---|
Class 1 | Classes of models and analysis tools | Classes of models and tools for analysis are studied. |
Class 2 | Stochastic process and stochastic differential equation | Concept of stochastic process is mastered and meaning of stochastic differential equation is studied. |
Class 3 | Basic system identification procedure: nonparametric algorithms | As a basic system identification procedure, nonparametric algorithm is studied. |
Class 4 | Basic system identification procedure: parametric algorithms | As a basic system identification procedure, parametric algorithm is studied. |
Class 5 | Advanced system identification procedure: subspace system identification algorithm | As an advanced system identification procedure, subspace system identification algorithm is studied. |
Class 6 | Minimum variance estimation | Concept of minimum variance estimation is studied. |
Class 7 | Nonlinear filtering for discrete time systems | Nonlinear filtering algorithm for discrete time systems is studied. |
Class 8 | Discrete-continuous Hybrid nonlinear filtering | Continuous-Discrete hybrid nonlinear filtering algorithm is studied. |
Document is distributed in each lesson.
Dan Simon: Optimal State Estimation (John Wiley & Sons)
Report
Not required.