| Course Unit Code | 638-2008/01 |
|---|
| Number of ECTS Credits Allocated | 4 ECTS credits |
|---|
| Type of Course Unit * | |
|---|
| Level of Course Unit * | First Cycle |
|---|
| Year of Study * | |
|---|
| Semester when the Course Unit is delivered | Semester |
|---|
| Mode of Delivery | Face-to-face |
|---|
| Language of Instruction | Czech |
|---|
| Prerequisites and Co-Requisites | Course succeeds to compulsory courses of previous semester |
|---|
| Name of Lecturer(s) | Personal ID | Name |
|---|
| JAN45 | prof. Ing. Zora Koštialová Jančíková, CSc. |
| Summary |
|---|
Subject introduces to basic terms of system theory and system applications. It deals with set theory problems and its exploitation for system definition and description,with basic terms of operational and network analysis and basic preview about mathematical description,characteristics and behavior of static and dynamic systems (L-transformation, static and dynamic characteristics).
In practice students are introduced to Boolean algebra of logic basis, methods of mathematical description, minimization and modeling of logic systems. |
| Learning Outcomes of the Course Unit |
|---|
Student will be able to formulate the basic terms of system theory and system applications.
Student will be able to identify characteristics and behaviour of static a dynamic systems.
Student will be able to analyze problems of mathematical description and behaviour of static a dynamic systems.
|
| Course Contents |
|---|
Basic concepts of systems theory.
Subsystems and sub-systems hierarchy.
Behaviour of the system, its status and characteristics.
Classification of systems according to various aspects.
Model, identification, modelling and simulation of systems.
Control of systems. - general principle of control, types of control.
Static systems - mathematical description, examples of static systems.
Graph theory - basic concepts, code system description by matrices.
Critical Path Method (CPM).
Dynamic systems - mathematical description, examples of dynamic systems.
Basic dynamic characteristics.
Laplace transformation - basic properties, solution of linear differential equations using Laplace transformation, transfer of continuous functions.
Static and dynamic properties of dynamic of systems.
Classification of systems according to order of linear differential equations.
Logic Systems - fundamentals of Boolean algebra of logic, basic rules of logic functions modelling, minimization of logic functions.
|
| Recommended or Required Reading |
|---|
| Required Reading: |
|---|
| Jančíková, Z.: Systems Theory, learning materials, VŠB - TU, Ostrava, 2014 |
Vítečková, M. : Matematické metody v řízení, L a Z transformace, příručka, VŠB-TU Ostrava, 1995
Matematické metody používané v oblasti automatizace a řízení,
http://www.fs.vsb.cz/books/MatMet/ATR.htm
Jančíková, Z.: Teorie systémů, učební texty, VŠB - TU, Ostrava, 2010 |
| Recommended Reading: |
|---|
| Jančíková, Z.: Systems Theory, learning materials, VŠB - TU, Ostrava, 2014 |
| Jančíková, Z.: Teorie systémů, učební texty, VŠB - TU, Ostrava, 2010 |
| Planned learning activities and teaching methods |
|---|
| Lectures, Tutorials |
| Assesment methods and criteria |
|---|
| Tasks are not Defined |