Subject Datasheet
Download PDFBudapest University of Technology and Economics | |
Faculty of Transportation Engineering and Vehicle Engineering |
1. Subject name | Vehicle simulation and optimisation | ||||
2. Subject name in Hungarian | Járműszimuláció és optimálás | ||||
3. Code | BMEKOVRM638 | 4. Evaluation type | mid-term grade | 5. Credits | 5 |
6. Weekly contact hours | 2 (10) Lecture | 2 (11) Practice | 0 (0) Lab | ||
7. Curriculum | Vehicle Engineering MSc (J) |
8. Role | Specialization (sp) at Vehicle Engineering MSc (J) |
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9. Working hours for fulfilling the requirements of the subject | 150 | ||||
Contact hours | 56 | Preparation for seminars | 12 | Homework | 0 |
Reading written materials | 60 | Midterm preparation | 22 | Exam preparation | 0 |
10. Department | Department of Aeronautics and Naval Architectures | ||||
11. Responsible lecturer | Dr. Zobory István | ||||
12. Lecturers | Dr. Zobory István | ||||
13. Prerequisites | |||||
14. Description of lectures | |||||
The real vehicle system and its investigation model. The discrete and distributed parameter models, hybrids. Formulation of the system model giving the basis of the simulation procedura. Typical techniques: linearization, considering the non-linearities. Parameter space, state space, and excitation space. The stair-like simulation technology. Possibilities for the solution of the system equations: time-domain and frequency-domain analyses. Numerical solutions by using digital simulation. Special solvers for differential equations. Real-time simulations. Prediction of the motion and loading conditions of vehicles. Statistical analysis of the simulation results. Stochastic simulation. The problem of system optimization. Selection of the optimization objective function, action-parameters and constraint conditions. Analytical and numerical optimization techniques. Problems leading linear programming (LP). Algorithm of the generalized gradient method . Procedure in case of a random variable valued objective function (stochastic field). | |||||
15. Description of practices | |||||
Solving tasks connected with the theoretical material. Application and comparison of the linearization methods. Model construction. Comparison and evaluation of the solutions given by the different system prameters. | |||||
16. Description of labortory practices | |||||
17. Learning outcomes | |||||
A. Knowledge
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18. Requirements, way to determine a grade (obtain a signature) | |||||
The criterion of signature is both the active participation at the class (attitude), and during the semester successfully written two midterm tests (knowledge, ability, autonomy). In the fields of attitudes and autonomy the results achieved in the semesters are included in the final classification by weight 50%. At the end of semester there is an examination (knowledge, ability, attitude). |
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19. Opportunity for repeat/retake and delayed completion | |||||
Possibility to refit the midterm exams, to repeat the examination, properly to the Study and Exam Regulations. | |||||
20. Learning materials | |||||
Zobory i.: Járműszimuláció és optimálás. Deparment's publication.. Bp. 2000. Department's publication about of special simulation problems of the vehicle systems. |
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Effective date | 10 October 2019 | This Subject Datasheet is valid for | Inactive courses |