Checking date: 10/07/2020

Course: 2020/2021

Computational techniques in thermal and fluids engineering
Study: Master in Industrial Mechanical (265)


Department assigned to the subject: Department of Thermal and Fluids Engineering

Type: Compulsory
ECTS Credits: 6.0 ECTS


Students are expected to have completed
A previous course or courses on the following topics: - Fundamentals of fluid mechanics - Fundamentals of heat transfer - Partial derivative calculus - Elementary programming notions.
Competences and skills that will be acquired and learning results.
Competences that the student will acquire in the present course: - Understanding of the underlying concepts and fundamental hypothesis of computational methods in engineering. - Practical skills in using the main computational techniques (numerical methods for finding the roots of equations, solution of equation systems, numerical differentiation and integration). - Application of numerical techniques in the efficient modeling and solution of engineering problems, with special emphasis in thermal and fluid engineering problems. - Critical analysis and interpretation of the simulation results, including error estimation and validation of results. As a result of the above competences, the student will be able to apply the numerical tools of the course to solve engineering problems and to correctly assess the simulation results obtained with these tools.
Description of contents: programme
- Introduction to computational modeling. - Main numerical techniques in engineering: sources of innaccuracy in numerical simulation, root calculation of a function, numerical integration and differentiation, solution of ordinary and partial differential equations. - Application of numerical techniques for the solution of problems in Thermal and Fluids Engineering (heat transfer, potential flow, boundary layer, etcetera) using different methodologies of discretization (finite differences, finite volume, etcetera).
Learning activities and methodology
- Lectures, in which the main theory of the course is presented. To facilitate the learning of the theory, a set of class presentations and notes will be delivered to the students together with a reference list of basic text books. (2 ECTS) - Practical seminars in computer room, in which the computational techniques learned during the course will be coded in a high-level programming language (Matlab or Python). These practical sessions will also serve to solve the main practical questions raised by the students about numerical methods. (2 ECTS) - All students will solve problems and work on projects intended to improve their knowledge of numerical techniques and check their learning progression. The marks derived from these problems and projects will constitute the grade assigned to the continuous evaluation of the course. (2 ECTS) - In addition to the enquiries solved in class, there will be tutorial sessions scheduled in the instructor office in which a student can ask questions concerning the course.
Assessment System
  • % end-of-term-examination 50
  • % of continuous assessment (assigments, laboratory, practicals...) 50
Basic Bibliography
  • C. Hirsch. Numerical computation of internal and external flows (2nd edition): The fundamentals of computational fluid dynamics. Elsevier Ltd. 2007
  • G.R. Lindfeld; J.E.T. Penny. Numerical Methods Using Matlab. (3rd edition).. Elsevier Ltd.. 2012
  • J.D. Anderson. Computational fluid dynamics: the basic with applications.. McGraw-Hill. 1995
Recursos electrónicosElectronic Resources *
Additional Bibliography
  • C. Hirsch.. Numerical computation of internal and external flows.. John Wiley & Sons. 1994
  • D.A. Anderson, J.C. Tannehill y R.H. Pletcher. Computational fluid mechanics and heat transfer. Taylor & Francis. 1984
  • G.R. Lindfeld; J.E.T. Penny. Numerical Methods Using Matlab. (3rd edition).. Elsevier Ltd.. 2012
  • J.F. Wendt (ed.). Computational fluid dymanics. An introduction. (2nd Edition).. Springer. 1996
  • J.H. Ferziger; M. Peric. Computational methods for fluid dynamics.. Springer. 1999
  • L.V. Fausett. Applied numerical analysis using Matlab.. Prentice Hall. 1999
  • R. Butt. Introduction to numerical analysis using MATLAB.. Jones and Bartlett Publishers. 2010
  • R. Peyret y T.D. Taylor. Computational methods for fluid flow.. Springer. 1983
  • R.J. LeVeque. Numerical methods for conservation laws. (2nd edition).. Birkhäuser. 1992
  • S. Attaway. Matlab. A Practical Introduction to Programming and Problem Solving. (2nd edition).. Elsevier Ltd.. 2012
  • S.V. Patankar. Numerical heat transfer and fluid flow.. Taylor & Francis. 1980
Recursos electrónicosElectronic Resources *
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The course syllabus and the academic weekly planning may change due academic events or other reasons.