Course Catalog 2009-2010
Basic

Basic Pori International Postgraduate Open University

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Course Catalog 2009-2010

SMG-8046 RF-electronics preparatory I, 5 cr

Person responsible

Saku Suuriniemi

Implementations

  Lecture times and places Target group recommended to
Implementation 1


Per 1 :
Monday 9 - 11, TB216
Friday 9 - 12, TB216

 
DI-Opiskelijat
International Students  


Requirements

Exam and two computer labs.

Principles and baselines related to teaching and learning

-

Learning outcomes

Preparation for major studies in RF-electronics. The students refresh prior knowledge and fill possible gaps.

Content

Content Core content Complementary knowledge Specialist knowledge
1. Vectors, vector spaces, linearity, and applications. Vector valued and linear maps. Linear systems of equations, resistive circuits. Visualization and calculations with Matlab.      
2. Multivariable analysis and its applications in circuit theory. Optimality, solution of nonlinear systems and essentials of Fourier techniques.      
3. Ordinary differential equations and their application in time-dependent system analysis. Analytical solution techniques, transformation to first order system.     
4. Time-harmonic system analysis. Transient and steady state. Impedance, transfer function. Complex Fourier techniques.      
5. First order passive electronic filters.      


Study material

Type Name Author ISBN URL Edition, availability, ... Examination material Language
Lecture slides           Available from the course homepage      English  


Prerequisite relations (Requires logging in to POP)

Correspondence of content

Course Corresponds course  Description 
SMG-8046 RF-electronics preparatory I, 5 cr SMG-8056 Algebra for linear electric systems, 2 cr +
SMG-8106 Multivariable electromagnetic models, 3 cr
 

Additional information

Primarily intended for students of RF-electronics masters programme, with some prior familiarity with the contents. Students without such familiarity can take it as an intensive course.

More precise information per implementation

  Description Methods of instruction Implementation
Implementation 1   Lectures
Excercises
Laboratory assignments
   
Contact teaching: 0 %
Distance learning: 0 %
Self-directed learning: 0 %  


Last modified04.11.2009
ModifierVirpi Hämäläinen