Recommended prerequisite for participation in
the module
Linear control theory, numerical methods, optimization theory
Content, progress and pedagogy of the
module
Purpose
The course purpose is to contribute to students’ attainment of
knowledge and comprehension of the fundamental knowledge of
advanced control with adaptive mechanisms and optimal control
techniques.
Content
Adaptive control:
- Introduction to adaptive control
- Typical adaptive control principles and methods
- Feed-forward adaptive control and feedback adaptive
control
- Feedback adaptive control
- Gain scheduling
- Model Reference Adaptive Control (MRAC)
- Gradient optimization MRAC’s
- Stability optimized MRAC’s
- Model identification adaptive control
- Parametric adaptive control
- Explicit parameter adaptive control
- Implicit parameter adaptive control
- Multiple model adaptive control
- Self-tuning regulators
Optimal Control:
- Review of optimal control principles
- Infinite horizon optimization: Linear Quadratic (LQ) control
- Standard problem formulation
- Solutions and Riccati equations
- Discrete-time LQ control
- Linear quadratic Gaussian (LQG)control
- Application examples
- Finite horizon optimization (I): Minimum Variance Control (MVC)
- Problem formulation for SISO systems
- Solution and its properties
- Generalized MVC
- Offset problem
- Self-tuning MVC
- Finite horizon optimization (II): Model predictive Control
(MPC)
- Principles of MPC
- Typical MPC schemes based on different models
- Numerical computation algorithms
- Nonlinear MPC
- Commercial software and examples
- Adaptive MPC
- Principles of adaptive MPC
- Typical algorithms
Learning objectives
Knowledge
- Have comprehension of the fundamental principles of typical
adaptive control methods
- Have comprehension of the fundamental principles of typical
optimal control methods
Skills
- Be able to use different adaptive and optimal control
algorithms.
- Be able to apply some typical adaptive/optimal control methods
to solve some specific linear control problems under the assistance
of available computation software
Competences
- Independently be able to define and analyze scientific problems
within the area of adaptive and optimal control.
- Independently be able to be a part of professional and
interdisciplinary development work within the area of adaptive and
optimal control.
Type of instruction
The program is based on a combination of academic,
problem-oriented and interdisciplinary approaches and organized
based on the following work and evaluation methods that combine
skills and reflection:
- Lectures
- Classroom instruction
- Project work
- Workshops
- Exercises (individually and in groups)
- Teacher feedback
- Reflection
- Portfolio work
Extent and expected workload
Since it is a 5 ECTS course module, the work load is expected to
be 150 hours for the student
Exam
Exams
Name of exam | Adaptive and Optimal Control |
Type of exam | Written or oral exam |
ECTS | 5 |
Assessment | 7-point grading scale |
Type of grading | Internal examination |
Criteria of assessment | The criteria of assessment are stated in the Examination
Policies and Procedures |
Additional information
Elective course
On this semester two courses must be chosen out of three elective
courses (total: 10 ECTS).