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CS30A1630 System modelling, 6 cr 
Code CS30A1630  Validity 01.08.2016 -
Name System modelling  Abbreviation System modellin 
Credits6 cr   
TypeBasic studies  
ClassCourse   
  Grading scaleStudy modules 0-5,P/F 
  Eligibility for post-graduate studiesno
    Allowed to study several timesno
Organisation LUT School of Engineering Science 

Teachers
Name
Leonid Chechurin 

Description by Study Guide
Year 

M.Sc. (Tech.) 1

 
Period 

2

 
Teaching Language 

English

 
Teacher(s) in Charge 

Professor, Ph.D. Leonid Chechurin

 
Aims 

After completion of the course, students will be able to:

  • understand analytical models
  • model complex systems
  • have skills on modelling and modelling results analysis (analytical and numerical).
 
Contents 

The course’s elements are scalar and multivariable, static and dynamic, linear, time-variant and nonlinear systems and their behavior: solutions, stability, oscillations, chaos etc.
The background mathematics is matrix theory, differential equations, system (control) theory.
Economic/ financial/ demographic/ logistic systems are supposed to be used as the application.

 
Teaching Methods 

Lectures, hands-on

 
Examination in Examination schedule (Yes/No) 

No

 
Examination in Moodle (Yes/No) 

No

 
Examination in Exam (Yes/No) 

No

 
Assessment scale and assessment methods 

20% presence, 50% project and hands-on results, 30 % interaction activities

 
Course Materials 

Course materials are given in Moodle together with lectures, they are ppt of lecture materials, additional readings, assignments.

 
Prerequisites 

It is impossible to follow the course without certain background in the following chapters of mathematics: Matrixes and polynomials (linear algebra), differential and integral calculus, differential equations.
These keywords should ring a bell: eigenvalue, complex number, polynomial roots, differentiating and integrating of basic scalar functions, linear time-invariant differential equation (of 1st and 2nd order), autonomous and non-autonomous solution (Duhamel integral), Matlab and Simulink.

 
Places for exchange-students? (Yes, number/No) 

No

 
Places for Open University Students?(Yes, number/No) 

max 5

 


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