Academic year 2021/2022 |
Supervisor: | doc. Ing. Jaroslav Katolický, Ph.D. | |||
Supervising institute: | EÚ | |||
Teaching language: | Czech | |||
Aims of the course unit: | ||||
The course objective is to extend theoretical and practical knowledge and computational modelling of fluid flow and heat transfer expertise with regard to their potential use in the diploma thesis. | ||||
Learning outcomes and competences: | ||||
Theoretical basis of computational modelling of complex problems of fluid flow and heat transfer (turbulence models, two-phase flow, radiation). Extension of CFD code Star-CCM+ expertise. | ||||
Prerequisites: | ||||
Theoretical basis of heat transfer, thermo mechanics and fluid mechanics. Fundamentals of computational modelling of fluid flow and heat transfer (discretization methods, transient solution, convective-diffusion problems, algorithms). | ||||
Course contents: | ||||
Theoretical part: - Turbulence modeling. Time-averaged flow. Turbulent diffusion (viscosity and thermal conductivity), models for its determination. Advanced turbulent modeling. - Multiphase flow - Moving reference frame - Modeling of thermal and solar radiation. - Macros and automatisation of Star-CCM+ workflow. Practical part: Solution of complex fluid flow & heat transfer problems using the Star-CCM+ solver (3-D problems, thermal & solar radiation, Multiphase flow). |
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Teaching methods and criteria: | ||||
Course is performed on personal computers equipped with software, which is sitable for solving problems connected to computational fluid dynamics | ||||
Assesment methods and criteria linked to learning outcomes: | ||||
The graded course-unit credit awarding is based on the results of the semester project. | ||||
Controlled participation in lessons: | ||||
Attendance at seminars is required. Absence from seminars can be compensated for via make-up project. | ||||
Type of course unit: | ||||
Lecture | 13 × 2 hrs. | optionally | ||
Computer-assisted exercise | 13 × 1 hrs. | compulsory | ||
Course curriculum: | ||||
Lecture | 1. CFD - Good practise guide 2. Numerical simulation of turbulent flow. Basics. 3. Reynolds Averaging of Navier-Stokes equations. 4. Turbulent viscosity models. Boussinesq approximation. 5. Algebraic models of turbulence. One- and Two-equation models. 6. Boundary conditions for turbulent flows. Turbulent boundary layer 7. Reynolds-Stress models. Large Eddy Simulation (LES). 8. Multiphase flow. 9. Methods of modelling multiphase flow (Euler/Lagrange approach). 10. Moving reference frames 11. Thermal radiation. 12. Modelling of solar loads. 13. Automation of workflow with Star-CCM+ solver. |
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Computer-assisted exercise | 1. CFD - Good practise guide - Grid independency test. 2. Numerical simulation of turbulent flow - Airflow in constricted tube, comparison with experimental results. 3. Multiphase flow (Lagrangian approach) - Transport and deposition of aerosols inside respiratory tract. 4. Multiphase flow (Eulerian approach) - Simulation of water surface using VOF method. 5. Moving reference frames - Airflow inside fan. 6. Thermal radiation - HVAC inside car cabin. 7. Automation of workflow with Star-CCM+ solver - Definition of boundary condition using user field function. |
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Literature - fundamental: | ||||
1. VERSTEEG, H K a W MALALASEKERA. An Introduction to Computational Fluid Dynamics: The Finite Volume Method. 2. vyd. B.m.: Pearson Education Limited, 2005. ISBN 978-0-13-127498-3. | ||||
2. TU, Jiyuan, Guan Heng YEOH a Chaoqun LIU. Computational Fluid Dynamics: A Practical Approach. B.m.: Butterworth-Heinemann, 2007. ISBN 9780080556857. | ||||
3. WILCOX, David C. Turbulence modeling for CFD. 3rd vyd. B.m.: DCW Industries, 2006. ISBN 978-1928729082. |
The study programmes with the given course: | |||||||||
Programme | Study form | Branch | Spec. | Final classification | Course-unit credits | Obligation | Level | Year | Semester |
N-ETI-P | full-time study | TEP Environmental Engineering | -- | Cr,Ex | 4 | Compulsory | 2 | 2 | W |
Faculty of Mechanical Engineering
Brno University of Technology
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Czech Republic
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