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Computational Modeling I

Type of study Bachelor
Language of instruction Czech
Code 338-0324/01
Abbreviation Poc Mod I
Course title Computational Modeling I
Credits 5
Coordinating department Department of Hydromechanics and Hydraulic Equipment
Course coordinator doc. Ing. Tomáš Blejchař, Ph.D.

Osnova předmětu

1. Introduction, numerical modeling of flow - various commercial systems, Fluent - physical models, turbulence models, methods for solving of heat, mass and momentum transfer, ecological task, commercial systems for solution of flow
2. Hypothesis of the continuum, the physical properties of solids and liquids, dimensionless criteria
3. Definition of convection, diffusion, balance transfer equation, boundary conditions
4. Numerical methods of solution, one-dimensional flow modeling.
5. Solution flow with heat transfer for 1D pipe systems, the use of SimHydraulics, time-dependent solutions.
6. Basic equations of mass, momentum and energy transfer - continuity equation, Navier-Stokes equation, energy equation, boundary conditions.
7. Solution of conduction and convection in laminar flow, boundary conditions on the thin wall, heat transfer in wrapping boards.
8. Solution of conduction and convection in turbulent flow, the boundary conditions on the thin wal,l heat transfer in wrapping boards.
9. Boundary conditions.
10. Wrapping pipes, wrapping pipes with heat transfer
11. Flow across a bundle of tubes arranged in a row and crosswise
12. Solving of diffusion equation, spreading a mixture of gases, application
13. Defining of porous medium, determination of constants mathematical model, application
14. Discussion.

Povinná literatura

INCROPERA, P. F., DEWITT, P. D., BERGMAN, L. T., LAVINE, S. A., Fundamentals of Heat and mass transfer. 997 s. ISBN 978-0-471-45728-2.
MILLER, D.S. Internal Flow Systems. BHRA (Information Servis). 1990. ISBN 0-947711-77-5 .

Doporučená literatura

Ansys, Inc. ANSYS FLUENT 15 - Theory Guide. [/i] 2013.
Ansys, Inc. ANSYS FLUENT 15 - User's Guide. [/i] 2013.
MATLAB User's Guide. The Mathworks, Inc., USA, www.mathworks.com