SylabUZ
Course name | Modelling and simulation of production processes |
Course ID | 06.9-WM-ZiIP-ZPU-ANG-D-16_20 |
Faculty | Faculty of Engineering and Technical Sciences |
Field of study | Management and Production Engineering |
Education profile | academic |
Level of studies | Second-cycle studies leading to MSc degree |
Beginning semester | winter term 2021/2022 |
Semester | 2 |
ECTS credits to win | 5 |
Course type | obligatory |
Teaching language | english |
Author of syllabus |
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The class form | Hours per semester (full-time) | Hours per week (full-time) | Hours per semester (part-time) | Hours per week (part-time) | Form of assignment |
Laboratory | 30 | 2 | - | - | Credit with grade |
Lecture | 15 | 1 | - | - | Exam |
This is the transfer of basic knowledge and the acquisition of skills and competences in modelling and in the simulation of production processes; these will be used in further education and will be most useful in future, professional work.
Probability calculus, the basis of Computer Science, the organisation of production systems.
Lecture
Basic issues concerning conventional and flexible production systems. Model, modelling and simulation, simulation tools - a review. Mathematical programming issues in modelling. Methods for describing discrete processes. The theory of ‘mass handling’: single-and multi-channel systems; queue-free systems with queues; application intensity depending on the status of the system; optimisation in queue systems, the ‘Monte-Carlo’ method. Petri networks: action networks; position/transit networks; a formal description of networks; graph of reachable states; invariants; network viability and blocking; coloured networks; applications.
Laboratory
The real process versus the conceptual model. Linear discreet optimisation (integer) and zero-one programming methods for modelling production processes. ‘Queue system’ methods in modelling. Simulation of production processes, using queue networks. The ‘Monte-Carlo’ method and the generation of pseudo-random numbers. Simulation of simple and complex processes using Petri networks.
Lecture: a conventional lecture.
Laboratory: Laboratory work using available computer programmes.
Outcome description | Outcome symbols | Methods of verification | The class form |
Lecture: graded credit. The rating is issued based on a written exam covering the verification of the knowledge of the issues from the curriculum.
Laboratory: graded credit. The rating is determined based on the evaluation of skills related to the performance of laboratory tasks.
Final rating: the arithmetical mean of grades from individual types of classes.
Modified by prof. dr hab. Taras Nahirnyy (last modification: 04-05-2021 17:05)