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Modeling of Systems and Processes

Course Code:
11MSP-E
Academic Degree:
bachelor
Study Programme:
Professional Pilot (B1041A040004)
semesterlanguage
4english flag
Erasmus:
course for Erasmus and Exchange students in summer semester
Form of Study:
full-time and part-time
Credits:
4
Number of Hours:
2 + 2 hours per week - in full-time study
12 hours per semester - in part-time study
Type of Course:
obligatory
Course Completion:
credit, exam
Supervisor:
Ing. Bohumil KOVÁŘ, Ph.D.
Course Tutor:
 
roh  Lectures:
Ing. Jana Kuklová, Ph.D.
roh  Training Course:
Ing. Jana Kuklová, Ph.D.
Supervising Department:
Department of Applied Mathematics (16111)
Keywords:
Laplace transform, z-transform, differential equations, difference equations, discrete and continuous system, stability.
Abstract:
Mathematical methods and algorithms as a basis for system analysis. Methods for modelling and evaluating the systems in continuous and discrete time domain. Laplace transform, z-transform, and the recursive algorithms in solution of differential and difference equations, as an instrument for system description. Practical use of technical computing environment (MATLAB).
Objectives:
Use of Laplace transform and z-transform for solving difference equations representing discrete linear systems, state space description of a given dynamic system, application of the concept of stability.