courses - programme 12.45 courses description syllabus exercises in groups differences between...
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Courses - programme12.45 Courses Description Syllabus Exercises in groups Differences between project course (PE)
and study course (SE) Start of exercise (make an exercise suitable
for a specific subject from a course)14.00 Coffee break14.20 Exercise continued (Trying out instruction
during exercises)15.30 Summarizing the exercise and the day
Courses
• Description
Course DescriptionOptimal Control TheoryPurpose:
To give the students knowledge in optimal control and practical experience with optimal control strategies based on minimisation of a performance index.
Contents: Dynamic programming LQ control Introduction of reference and disturbance conditions Introduction of integral conditions Use of observer, LQG control The position of closed loop poles Prerequisites: Analogue and Digital Control (FP6-4, PR6-1, PR6-2), Stochastic systems (FP6-3, FP8-5)
Duration: 1 module Category: Project theme course (PE- course)
Courses
• Description
• Placed in a timetable for the semester
Courses
• Description
• Placed in a timetable for the semester
• Syllabus
Courses
Each lesson/lecture (Mini module):• Duration 3 hours 45 minutes (½ day)• 2 lectures app. 45 min each• Exercises in groups, app. 2 hours
– The lecturer is now instructor
The purpose of the combination of lectures/exercises is to increase the comprehension of the curriculum
CoursesWhat kind of exercises would you chose?
• Promote comprehension and methodical ness
How will you act as instructor during the exercises in the groups?
• Ask questions about how they have made their solution
• Make sure that they have understood the basic principles of the problems
CoursesDifferences between project course (PE) and study
course (SE)• Examination
– PE has no formal examination by the lecturer, it is examined during the project examination by the supervisor
– SE is examined by the lecturer, normally as a written examination (passed/non passed)
• Exercises– PE is used in the project, exercises is examples
– In SE the student must learn to solve examination exercises
Course exercise
• Think of an engineering subject you all knew something about
• Suppose that you have to do a course on that subject
• Make a short exercise that will learn the students the major point of a specific part of your course
Course exercise continued
For one group at a time do:• Give your exercise to the other three groups who
starts solving it• Prepare how you will instruct the groups during
their problem solving• After 5-10 minutes of problem solving 2 persons
from your group enters each of the other groups and starts acting as an instructor