Subject Datasheet
Download PDFBudapest University of Technology and Economics | |
Faculty of Transportation Engineering and Vehicle Engineering |
1. Subject name | Vehicle system dynamics and control | ||||
2. Subject name in Hungarian | Járműrendszerdinamika és kontroll | ||||
3. Code | BMEKOVRM636 | 4. Evaluation type | exam grade | 5. Credits | 8 |
6. Weekly contact hours | 3 (14) Lecture | 2 (9) Practice | 1 (5) Lab | ||
7. Curriculum | Vehicle Engineering MSc (J) |
8. Role | Specialization (sp) at Vehicle Engineering MSc (J) |
||
9. Working hours for fulfilling the requirements of the subject | 240 | ||||
Contact hours | 84 | Preparation for seminars | 21 | Homework | 60 |
Reading written materials | 50 | Midterm preparation | 0 | Exam preparation | 25 |
10. Department | Department of Aeronautics and Naval Architectures | ||||
11. Responsible lecturer | Dr. Zobory István | ||||
12. Lecturers | Dr. Zobory István, Dr. Gáspár Péter | ||||
13. Prerequisites | |||||
14. Description of lectures | |||||
Analysis of dynamical models apt for examining the main motion of vehicles and vehicle-strings, as well as traffic flows. The non-linear dynamic model of the force transfer in rolling contact with regard to stochasticity coming from tribological properties. Motion equations of lumped parameter models capable for vibrations describing vehicle system. The forces and motion excitation, as well as parametric excitations. The stochastic ordinary differential equation system of the discrete dynamical system. Constraction of motion equation systems of distributed parameter vehicle systems. The stochastic partial differential equation system of the distributed parameter dynamical system. The vehicle dynamical systems as a controlled or regulated section. Formulation of some typical vehicle dynamical task for control, with operation-technical explanation of the control signals. The vehicle control problem formulated by model based methods. Methods apt for designing vehicle control. Failure detecting in the vehicle control system. Design of vehicle control of reconfigurating and fault-toleranting character. Design of integrated control and inspection control. Case studies concerning controlled vehicle dynamical systems. | |||||
15. Description of practices | |||||
Exercising of the theoretical material by the solving of the numerical examples in MATLAB computation environment. | |||||
16. Description of labortory practices | |||||
Analysis, comparison and evaluation of the simulation procedures in MATLAB environment. | |||||
17. Learning outcomes | |||||
A. Knowledge
|
|||||
18. Requirements, way to determine a grade (obtain a signature) | |||||
During the semester there is necessary to solve some simulational subtasks (for the evaluation of the knowledge, ability, attitude and autonomy)(2 pieces). The final evaluation of the knowledge and ability will be at in the framework of an examiantion, at the end of the semester. The criterion of signature is the complete solving of all tasks of the semester. | |||||
19. Opportunity for repeat/retake and delayed completion | |||||
Possibility to refit the homeworks, to repeat the examination, properly to the Study and Exam Regulations. | |||||
20. Learning materials | |||||
Zobory I.: Járműrendszerdinamika. (Lineáris időinvariáns rendszerek) Bokor J., Gáspár P., Kohut M., Kurutz K.: Szabályozástechnika I. Gillespie, T.D.: Fundamentals of vehicle dynamics Kiencke U., Nielsen L.: Automotive control systems |
|||||
Effective date | 10 October 2019 | This Subject Datasheet is valid for | Inactive courses |