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Load:
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1. komponenta
| Lecture type | Total |
| Lectures |
45 |
* Load is given in academic hour (1 academic hour = 45 minutes)
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Description:
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COURSE AIMS AND OBJECTIVES: Introduction to mathematical theory of mechanics of fluids: foundation, modeling, and mathematical analysis, simulation and animation of characteristic flows. Derivation and analysis of lower dimensional models.
COURSE DESCRIPTION AND SYLLABUS:
1. Motion, Eulerian and Lagragian description, conservation laws, transport theorems, equation of continuity, equation of motion, stress tensor for fluids, Eulerian and viscous fluids. (4 weeks)
2. Ideal fluid, irrotational fluid flow, complex potentials, flow around obstacle, shellow water, vorticity. (4 weeks)
3. Newtonian fluids, Navier - Stokesove equations, simple flows, laminar and turbulent flow, Stokes equations. (4 tjedna)
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Literature:
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An Introduction to Continuum Mechanics, M. E. Gurtin, Academic Press, 1981.
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Uvod u rubne zadaće mehanike kontinuuma, I. Aganović, Element, Zagreb, 2003.
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Introduction a la mecanique des milieux continus, P. Germain, P. Muller, Masson, 1980.
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Mathematical Modeling in Continuum Mechanics, R. Temam, A. Miranville, Cambridge University Press, 2001.
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Prerequisit for:
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Enrollment
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Attended
:
Theory of elasticity
Examination
:
Passed
:
Theory of elasticity
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Pristupačnost
