Computational Fluid Dynamics Fundamentals Course 3
- 3 hours on-demand video
- 3 downloadable resources
- Full lifetime access
- Access on mobile and TV
- Certificate of Completion
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- How to setup and structure a working CFD solution code from first principles (using Excel and Python)
- How CFD equations are discretised differently for unstructured meshes
- How the main mesh quality metrics (aspect ratio, non-orthogonality, skewness, determinant) are calculated
- The solution of the 2D heat equation from first principles on an unstructured mesh
- How to calculate the cell volume, face areas and unit normal vectors for skewed and irregular cells
- Basic vector calculus (dot product, gradient, cross product)
- Basic differential equations
- Basic linear algebra (matrices)
- Microsoft Excel or Python
Welcome to Part 3 of my Computational Fluid Dynamics (CFD) fundamentals course! In this course, the concepts, derivations and examples from Part 1 and Part 2 are extended to look at unstructured meshes and mesh quality metrics (aspect ratio, non-orthogonality, skewness and Jacobian Determinant). The course starts from first principles and you will rapidly develop a working CFD solution using the Excel sheets and Python source code provided. By the end of the course, you will understand how the CFD equations are discretised for unstructured meshes. This discretisation approach is a natural extension of the discretisation approach that is adopted for structured meshes (which were considered in Part 1 and Part 2). CFD codes which are constructed in this unstructured way (such as ANSYS Fluent, OpenFOAM, Star CCM, Saturne) can handle cells of any size and shape. You will learn about the main quality metrics (aspect ratio, non-orthogonality, skewness, Jacobian Determinant) that are used to assess these meshes, how they are calculated and what they actually mean. For this course, no prior experience is required and no specific CFD code/coding experience is required! You do not need ANSYS Fluent, OpenFOAM, Star CCM or any other CFD code to use this course.
- High School/Secondary School Physics Students
- Undergraduate Engineers, Physicists and Scientists
- Masters and PhD level Students
In this lecture, the finite volume discretisation of the 2D heat diffusion equation is presented for unstructured meshes. This is a slight extension of the finite volume discretisation of the 2D heat diffusion equation for structured meshes which was introduced in the previous course.
In this lecture, the main mesh quality metrics that are used by CFD codes for unstructured meshes (aspect ratio, non-orthogonality, Jacobian Determinant and equiangle skewness) are introduced. By the end of this lecture, students will understand how to calculate the main mesh quality metrics and understand what they really mean.
The example problem for Chapter 2 is introduced in this lecture. Two example cells are used to calculate and demonstrate the mesh quality metrics.