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Higher education teachers: Zupančič Borut
Prerequisits:
Content (Syllabus outline):
Introduction, the classification on the continuous and discrete modeling and simulation.Continuous modeling and simulation. Theoretical modeling, the equilibrium laws. Examples from specific areas - electrical, mechanical and hydraulic systems and their analogy. Description of the typical linear model for a proportional, integrating and differential type. Computer support for modeling: Matlab: the possibilities to describe models, transformations. Object-oriented approach to modeling: the standard for the description of Modelica models, standard library, using the Dymola Modelica environment.Tools for continuous simulation. Division, properties. Simulation using a basic configuration of the Matlab environment. Advanced simulation options using Matlab Simulink: nonlinearity, submodels, masking, S functions. Experimenting with the help of a simulation model: parameterization, linearization, computation of steady state, optimization.Simulation with general purpose programming languages. The concept of digital simulation. Numerical problems: integration, algebraic loop.Simulation of discrete event systems. Basic concepts of probability and random variables, distribution laws. Generating random numbers. Monte Carlo simulation method. Queuing systems. Basic configurations. Analysis by means of simulation. Showing typical cases using appropriate tools: GPSS + Proof animation, Matlab + SimEvents BlockSet.
Objectives and competences:
Intended learning outcomes:
Advanced knowledge of modeling, simulation and use of computer tools
Learning and teaching methods:
Lectures and laboratory work