Siirry suoraan sisältöön

Ammatillinen matematiikka (5 cr)

Code: TSAM0100-3003

General information


Enrollment

04.01.2021 - 10.01.2021

Timing

01.01.2021 - 16.05.2021

Number of ECTS credits allocated

5 op

Mode of delivery

Face-to-face

Unit

Teknologiayksikkö

Campus

Pääkampus

Teaching languages

  • Finnish

Seats

30 - 50

Degree programmes

  • Sähkö- ja automaatiotekniikka (AMK)

Teachers

  • Tomi Nieminen

Groups

  • TSA20KM
    Sähkö- ja automaatiotekniikka (AMK)
  • TSA19SM
    Sähkö- ja automaatiotekniikka

Objective

The student masters the mathematical modeling and simulation of dynamical systems. He is able to apply these skills in electrical engineering, control engineering and mechatronics.

EA-KN EUR-ACE Knowledge and understanding: The students understand the principles of mathematical modeling in their own field of expertise.

EA-EN EUR-ACE Technical analysis: The students are able to apply the modeling techniques to practical engineering problems.

Content

Differential equations and their analytical and numerical solutions, the modeling and simulation of dynamical systems, integral transforms and applications in electrical and control engineering.

Oppimateriaali ja suositeltava kirjallisuus

Glyn James: Modern Engineering Mathematics

Teaching methods

Contact study
Virtual study

Student workload

Lectures and exercises 52 h
Independent work 83 h
Total 135 h

Evaluation scale

0-5

Arviointikriteerit, tyydyttävä (1-2)

Excellent 5: The student masters the mathematical modeling of dynamical systems and he is able to creatively apply his skills to new application areas.

Very good 4: The student masters the mathematical modeling of dynamical systems and he is able to apply his skills to the application areas covered during the course.

Good 3: The student masters the basics of mathematical modeling of dynamical systems and he is able to solve basic engineering applications.

Satisfactory 2: The student masters the basic concepts of mathematical modeling of dynamical systems but he has trouble with applications.

Adequate 1: The student is familiar with the basic concepts of mathematical modeling of dynamical systems but he has significant problems with applications.

Qualifications

Solving equations and systems of equations, the concepts of derivative and integral.