Univerza v Mariboru University of Maribor Fakulteta za logistiko ...
Univerza v Mariboru University of Maribor Fakulteta za logistiko ...
Univerza v Mariboru University of Maribor Fakulteta za logistiko ...
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<strong>Univer<strong>za</strong></strong> v <strong><strong>Maribor</strong>u</strong><br />
<strong>University</strong> <strong>of</strong> <strong>Maribor</strong><br />
<strong>Fakulteta</strong> <strong>za</strong> <strong>logistiko</strong><br />
UČNI NAČRT PREDMETA / SUBJECT SPECIFICATION<br />
Predmet: OSNOVE MODELIRANJA DINAMIČNIH PROCESOV V LOGISTIKI<br />
Subject Title:<br />
BASIC PRINCIPLES OF MODELLING DYNAMICS IN LOGISTICS<br />
Študijski program<br />
Study programme<br />
Študijska smer<br />
Study field<br />
Letnik<br />
Year<br />
2 3<br />
Semester<br />
Semester<br />
Univerzitetna koda predmeta / <strong>University</strong> subject code: MAG 12<br />
Predavanja<br />
Lectures<br />
Seminar<br />
Seminar<br />
Sem. vaje<br />
Tutorial<br />
e-p a-p e-v a-v<br />
Lab. vaje<br />
Lab work<br />
Teren. vaje<br />
Field work<br />
Samost. delo<br />
Individ. work<br />
ECTS<br />
24 21 24 21 60 5<br />
Nosilec predmeta / Lecturer:<br />
MAKS OBLAK, RUDOLF PUŠENJAK<br />
Jeziki /<br />
Languages:<br />
Predavanja / Lecture: SLOVENSKI / SLOVENE<br />
Vaje / Tutorial: SLOVENSKI / SLOVENE<br />
Pogoji <strong>za</strong> vključitev v delo oz. <strong>za</strong> opravljanje<br />
študijskih obveznosti:<br />
Ni pogojev.<br />
Prerequisites:<br />
Ni pogojev.<br />
Vsebina:<br />
Osnove dinamike migracijskih procesov.<br />
Naključni migracijski procesi. Selekcijski<br />
procesi nelinearne migracije. Modeliranje<br />
pojavov nelinearnih valovanj v logistiki.<br />
Modeliranje pojavov v dinamičnem sistemu<br />
plenilec – plen (predator-prey). Modeliranje<br />
pojavov v procesu tekmovanja. Omejitve rasti.<br />
Globalna teorija bifurkacij. Stabilnost in<br />
razvejitve v difuznih sistemih. Model Lotka-<br />
Volterra. Stohastično modeliranje. Wienerjev<br />
proces. Analitična rešitev Korteweg- de<br />
Vriesove enačbe.<br />
Content (Syllabus outline):<br />
Fundamentals <strong>of</strong> dynamics <strong>of</strong> migration<br />
processes. Stochastic migration processes.<br />
Selection processes <strong>of</strong> nonlinear migration.<br />
Modelling <strong>of</strong> nonlinear wave phenomena in<br />
logistics. Modelling <strong>of</strong> phenomena in predator –<br />
prey dynamic system. Modelling <strong>of</strong> phenomena<br />
in competition processes. Growth limitations.<br />
Global theory <strong>of</strong> bifurcations. Stability and<br />
bifurcations in diffusive systems. Lotka-Volterra<br />
model. Stochastic modelling. Wiener process.<br />
Analytic solution to Korteweg-de Vries equation.<br />
Temeljni literatura in viri / Textbooks:<br />
1. G. Fishman: Discrete-Event Simulation: Modeling, Programming, and Analysis . Springer,2001.<br />
2. S.P. Banks: Control Systems Engineering: Modelling and Simulation, Control Theory and<br />
Microprocessor Implementation, Prentice Hall, 1986.<br />
3. Law and Kelton: Simulation, Modeling & Analysis, McGraw-Hill,2000.<br />
4. K-U Grusa: Mathematical analysis <strong>of</strong> nonlinear dynamic processes. John Wiley&Sons, Inc., New<br />
York, 1988.<br />
Cilji:<br />
Objectives:<br />
32
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