Academic year 2025/2026 |
Supervisor: | doc. Ing. Robert Grepl, Ph.D. | |||
Supervising institute: | ÚMTMB | |||
Teaching language: | Czech | |||
Aims of the course unit: | ||||
The course focuses on advanced real-time simulation techniques and related software and hardware. Theoretical knowledge will be applied in laboratory exercises where students will learn the process of identifying and designing advanced controls for a real laboratory model. Upon completion of the course, students will gain knowledge and skills in the following areas:
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Learning outcomes and competences: | ||||
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Prerequisites: | ||||
Knowledge of mathematics, kinematics, dynamics equal to previous studies and programming in MATLAB/Simulink. |
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Course contents: | ||||
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Teaching methods and criteria: | ||||
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Assesment methods and criteria linked to learning outcomes: | ||||
The course is graded on a standard 0-100 point scale. Students may earn up to 25 points for laboratory work, subject to completing at least 4 of the 7 assignments. Graded credit is awarded for a maximum of 75 points. Active participation in the labs is expected and attendance is mandatory. Learning is monitored on the basis of set assessment criteria. |
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Controlled participation in lessons: | ||||
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Type of course unit: | ||||
Lecture | 13 × 2 hrs. | optionally | ||
Laboratory exercise | 13 × 2 hrs. | compulsory | ||
Course curriculum: | ||||
Lecture | Dynamic behaviour and properties of drive systems. Structure of drive systems. Interactive drive systems. Basic drive systems: machines, gearbox - industry machines. Basic drive systems: machines, gearbox - industry machines. Operating states of drive systems and their stability. Operating states of drive systems and their stability. Computational modelling of drive systems. Computational modelling of drive systems. Stability of drive systems and defects. Experimental monitoring of drive systems dynamics properties. Linear, nonlinear and quadratic programming. |
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Laboratory exercise | Dynamics of rotating bodies. Examples of drive systems structual analyses. Basic features of torsion systems - examples. Machines characteristics - examples. Dynamics of gearbox systems - examples. Dynamic properties modelling of industry machines. Examples of drive systems control. Computational modelling of movement systems. Computational modelling of movement systems. Stability of drive systems - examples. Graded course-unit credit. |
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Literature - fundamental: | ||||
1. Valášek, M.: Mechatronika, skriptum ČVUT, 1995 | ||||
2. Grepl, R.: Modelování mechatronických systémů v Matlab/SimMechanics, BEN - technická literatura, ISBN 978-80-7300-226-8 | ||||
4. BOLTON, W. Mechatronics: Electronic Control Systems in Mechanical Engineering. Pearson Education, 1999. 372 p. ISBN: 9780582357051. | ||||
5. NELLES, O. Nonlinear System Identification: From Classical Approaches to Neural Networks and Fuzzy Models. Springer, 2000-12-12. 814 p. ISBN: 9783540673699. | ||||
Literature - recommended: | ||||
1. Valášek, M.: Mechatronika, skriptum ČVUT, 1995 | ||||
2. NELLES, O. Nonlinear System Identification: From Classical Approaches to Neural Networks and Fuzzy Models. Springer, 2000-12-12. 814 p. ISBN: 9783540673699. |
The study programmes with the given course: | |||||||||
Programme | Study form | Branch | Spec. | Final classification | Course-unit credits | Obligation | Level | Year | Semester |
N-MET-P | full-time study | --- no specialisation | -- | GCr | 5 | Compulsory | 2 | 1 | S |
Faculty of Mechanical Engineering
Brno University of Technology
Technická 2896/2
616 69 Brno
Czech Republic
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