Modelling and Simulation of Electrical and Electromechanical Dynamic Systems (Summer School)
Academic Study Board of the Faculty of Engineering
Teaching language: English
EKA: T920007102
Censorship: Second examiner: Internal
Grading: 7-point grading scale
Offered in: Odense
Offered in: Summer school (spring)
Level: Bachelor of Engineering
Course ID: T920007101
ECTS value: 5
Date of Approval: 15-05-2020
Duration: Intensive course
Version: Archive
Course ID
Course Title
ECTS value
5
Internal Course Code
Responsible study board
Administrative Unit
Date of Approval
Course Responsible
| Name | Department | |
|---|---|---|
| Ole Albrektsen | oal@mci.sdu.dk | SDU Electrical Engineering, Mads Clausen Instituttet |
| Pia Friis Kristensen | piakr@tek.sdu.dk | TEK Studieadministration, Det Tekniske Fakultet |
Teachers
| Name | Department | City | |
|---|---|---|---|
| Per Andersen | pande@mci.sdu.dk | SDU Electrical Engineering, Mads Clausen Instituttet |
Programme Secretary
| Name | Department | City | |
|---|---|---|---|
| Lene Hansen | leneh@tek.sdu.dk | TEK Studieadministration, Det Tekniske Fakultet |
Offered in
Level
Offered in
Duration
Mandatory prerequisites
The course is intended for students with a educational background in electrical engineering, electronics, mechatronics or similar. It is recommended that the student have basic knowledge about mathematics, electronics and transfer functions in time and frequency.
Learning objectives - Knowledge
Having passed this course, the student possesses knowledge about
- Describing known dynamic systems by differential or difference equations and delay, in time and frequency
- System identification of unknown dynamic systems (black box modelling)
- Performing simulations on the basis of mathematical models describing the dynamic system
- Validation of mathematical model and obtained simulated data on the system response
Learning objectives - Skills
The student is able to:
- Develop mathematical models for known dynamic systems (described by differential or difference equations and delay)
- Develop mathematical models for unknown dynamic systems (system identification)
- Use the mathematical models for performing simulation of the system response when the system is applied in different contexts
Learning objectives - Competences
Having completed the course successfully, the student will be able to:
- Describe and develop a mathematical model of a dynamic system acting under different contexts and conditions
- Use the constructed mathematical model to perform simulations of the system response
- and simulate mathematic model of dynamic system
- Validate the mathematical model on the basis of simulations
Content
- Mathematical modelling of known dynamic systems (described by differential or difference equations and delay)
- Mathematical modelling unknown dynamic systems (system identification)
- Determining the response of a dynamic system subjected to different stimuli using mathematical modelling and simulations
- Validating mathematical models and simulation data
URL for Skemaplan
Teaching Method
The class will be lectures, exercises and a project – and based on Matlab.
Time of classes
Two weeks in August
Please note that this course will be offered as a blended course in 2020; i.e. the course is offered both online and on campus. If physical presence is not possible, the course will still run online.
Number of lessons
hours per week
Teaching language
Examination regulations
Exam regulations
Name
Exam regulations
Examination is held
In the end of the course.
Tests
Exam
EKA
T920007102
Name
Exam
Description
The examination is based on an overall assessment of:
Attendance (80 %)
Oral exam
Form of examination
Oral examination
Censorship
Second examiner: Internal
Grading
7-point grading scale
Identification
Student Identification Card
Language
English
ECTS value
5
Additional information
Please note that due to the uncertainty surrounding the Covid-19 pandemic this course will be offered as a blended course in 2020; i.e. the course is offered both online and on campus. If physical presence is not possible, the course will still run online.