SMG-8106 MULTIVARIABLE ELECTROMAGNETIC MODELS, 3 cr
|
Courses persons responsible
Saku Suuriniemi
Lecturers
N.N.
Implementations
Period 1 | Period 2 | Period 3 | Period 4 | Period 5 | Summer | |
Lecture | 3 h/week | - | - | - | - | - |
Exercise | 3 h/week | - | - | - | - | - |
Exam |
Objectives
Multivariable calculus as a tool for analysis of electromagnetic systems. The course is primarily intended as a refresher for students of international masters' programmes and covers the subject with an intensive schedule.
Content
Content | Core content | Complementary knowledge | Specialist knowledge |
1. | Multivariable functions and their differentiation, sensitivity of resistive circuits |   | |
2. | Ordinary differential equations, responses |   | |
3. | Vectors as multivariate arguments and models for observed quantities |   | |
4. | Integrations and differentiations of vector and scalar fields |   | |
5. | Potentials, simple partial differential equations |   |
Requirements for completing the course
Written exam.
Evaluation criteria for the course
Prerequisites
Prequisite relations (Sign up to TUT Intranet required)
Distance learning
- In information distribution via homepage, newsgroups or mailing lists, e.g. current issues, timetables
- In the visualization of objects and phenomena, e.g. animations, demonstrations, simulations, video clips
- Contact teaching: 45 %
- Distance learning: 0 %
- Proportion of a student's independent study: 55 %
Scaling
Methods of instruction | Hours |
Lectures | 54 |
Exercises | 27 |
Other scaled | Hours |
Exam/midterm exam | 3 |
Total sum | 84 |
Last modified | 25.04.2007 |
Modified by | Saku Suuriniemi |