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Computer Simulation of Logistics Processes II

Type of study Follow-up Master
Language of instruction Czech
Code 342-6511/01
Abbreviation PSLP II
Course title Computer Simulation of Logistics Processes II
Credits 4
Coordinating department Institute of Transport
Course coordinator doc. Ing. Michal Dorda, Ph.D.

Osnova předmětu

1. Summary of findings in the field of discrete simulation.
2. Witness simulation software – summary of findings to date – basic elements and their settings, basic input and output rules, basic functions and probability distributions in Witness.
3. Queueing systems and their role in logistics.
4. Options for modelling and simulating queueing systems in Witness.
5. Witness simulation software – using ‘path’ and ‘conveyor’ elements to model the movement of components.
6. Witness simulation software – more advanced functions in Witness and possibilities for their practical application.
7. Witness simulation software – user-programmable functions and practical demonstrations.
8. Witness simulation software – creating user-defined probability distributions.
9. Witness simulation software – tools for importing and exporting data.
10. Witness simulation software – experimenting with the model.
11. Evaluating simulation results – estimates of probability distribution parameters.
12. Evaluating simulation results – one-sample tests of statistical hypotheses.
13. Evaluating simulation results – two-sample tests of statistical hypotheses.

E-learning

lms.vsb.cz

Povinná literatura

DORDA, Michal. Computer Supported Planning of Logistics Systems. Ostrava: VŠB-TUO, 2021. Studijní text, ISBN nepřiděleno.
Studijní materiály k předmětu - dostupné v lms.vsb.cz.
GHIANI, Gianpaolo; LAPORTE, Gilbert; MUSMANNO, Roberto. Introduction to logistics systems planning and control. Online. [Hoboken]: Wiley, 2005. ISBN 0-470-01404-0 . Dostupné z: http://dx.doi.org/10.1002/0470014040. [cit. 2026-07-14].
AL-AOMAR, Raid; WILLIAMS, Ed a ÜLGEN, Onur M. Process simulation using WITNESS. Hoboken, New Jersey: Wiley, [2015]. ISBN 978-0-470-37169-5.
HOGG, Robert V.; MCKEAN, Joseph W. a CRAIG, Allen T. Introduction to mathematical statistics. Eighth edition. Harlow: Pearson, [2020]. ISBN 978-1-292-26476-9.

Doporučená literatura

ROTONDI, Alberto; PEDRONI, Paolo a PIEVATOLO, Antonio. Probability, statistics and simulation: with application programs written in R. Unitext. La Matematica per il 3+2, Volume 139. Cham, Switzerland: Springer, [2022]. ISBN 978-3-031-09428-6.
ZEIGLER, Bernard P., PRAEHOFER, Herbert a KIM, Tag Gon. Theory of modeling and simulation: integrating discrete event and continuous complex dynamic systems. 2nd ed. San Diego: Academic Press, c2000. ISBN 0-12-778455-1.
SOKOLOWSKI, John A. a BANKS, Catherine M., ed. Principles of modeling and simulation: a multidisciplinary approach [online]. Hoboken: John Wiley & Sons, 2008 [cit. 2022-10-25]. ISBN 978-0-470-40356-3.