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Third-Cycle Courses

Faculty of Engineering | Lund University

Details for the Course Syllabus for Course MMV042F valid from Autumn 2013

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General
  • English
  • Every autumn semester
Aim
  • This course aims to provide knowledge, understanding and skill concerning numerical methods for solving heat transfer problems, particularly for forced convective heat transfer.
Contents
  • In the first stages an overview of various numerical methods and the governing partial differential equations are classified in a general manner. The finite volume technique and the finite difference technique are mainly considered. The usefulness and limitations of the methods are discussed. The handling of so-called convection-diffusion terms is treated in details and commonly used algorithms are presented. Numerical diffusion and its effects are presented. Algorithms for handling the coupling between the pressure and velocity fields are discussed thoroughly and the procedures SIMPLE, SIMPLEC, SIMPLEX and PISO are introduced. Staggered and non-staggered (colocated) grids are discussed and turbulence modeling is summarized briefly. Methods for solving algebraic equations are presented-. In the design tasks some calculations can be carried out by a pocket calculator while some others require computer coding by the students. In addition, a general in-house computer code for two-dimensional problems is provided. Information and applications of commercially available codes are demonstrated. By solving a number of design tasks, tutorial sessions etc, the students will get skill in solving various heat transfer problems of engineering relevance.

Knowledge and Understanding
  • For a passing grade the doctoral student must
  • After completion of the course the students should be able to:

    Describe the finite volume and the finite difference methods as well classify partial differential equations

    explain important and basic concepts for numerical heat transfer

    describe various methods for handling convection-diffusion terms and algorithms for the pressure-velocity coupling,

    explain various methods to solve algebraic equations
Competences and Skills
  • For a passing grade the doctoral student must
  • After completion of the course the students should be able to:

    actively participate in discussion concerning heat transfer problems and numerical methods to solve such,

    be able to present numerical solution procedures and simulated results both orally and in written form

    define and formulate heat transfer problems for numerical simulation,

    apply the finite volume technique and the finite difference method to solve heat transfer problems,

    set up simple computer programmes and apply a more general computer code
Judgement and Approach
  • For a passing grade the doctoral student must
Types of Instruction
  • Lectures
  • Laboratory exercises
  • Exercises
Examination Formats
  • Written exam
  • Written assignments
  • Failed, pass
Admission Requirements
Assumed Prior Knowledge
  • Basic course in thermodynamics and fluid mechanics as well as heat transfer
Selection Criteria
Literature
  •  
  • will be decided at the beginning of the course
Further Information
  • contact the department for further information
Course code
  • MMV042F
Administrative Information
  •  -03-06
  • FN3/Per Tunestål

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