Computational Fluid Dynamics using Finite Volume Method

Name: Computational Fluid Dynamics using Finite Volume Method
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NPTEL

Price

Free

This course is free to enrol.

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The optional NPTEL certificate exam has a fee.

Mechanical CAD & CAE

CFD Using Finite Volume Method: NPTEL, IIT Madras

Korshub's take

Governing equations first

This NPTEL course, taught by Prof. Kameswararao Anupindi of IIT Madras, runs 42 lectures. It opens with a review of the conservation laws for mass, momentum and energy, along with the general scalar transport equation and the classification of PDEs.

Discretization and solving

Finite difference and finite volume overviews
Solving linear algebraic equations
Discretizing 1D, 2D and 3D diffusion equations
Boundary conditions, including mixed conditions
The tri-diagonal matrix algorithm and line-by-line TDMA

Who it suits

Students of numerical methods and CFD who want the discretization steps explained in full will find the course useful. The lectures stay close to the mathematics, so treat it as a companion to a solver tool rather than a replacement for one.

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About this course

A free NPTEL video course of 42 lectures. Taught by Prof. Kameswararao Anupindi (IIT Madras).

Lectures include:

Review of governing equations: Conservation of mass
Review of governing equations: Conservation of momentum
Review of governing equations: Conservation of energy
Review of governing equations: Navier-Stokes equations and energy equation
Review of governing equations: General scalar transport equation
Review of governing equations: classification of PDEs
Overview of Numerical Methods: Finite Difference Method
Overview of Numerical Methods: Finite Volume Method
Overview of Numerical Methods: Solution of linear algebraic equations
Finite Volume Method for Diffusion Equation : Discretization of 1D diffusion equation
Finite Volume Method for Diffusion Equation: Discretization of 2D diffusion equation
Finite Volume Method for Diffusion Equation: Boundary conditions for 2D diffusion equation
Finite Volume Method for Diffusion Equation: Discretization of 3D diffusion equation, mixed boundary conditions
Finite Volume Method for Diffusion Equation: Tri-Diagonal Matrix Algorithm
Finite Volume Method for Diffusion Equation: Linearization of source term, line-by-line TDMA

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Computational Fluid Dynamics using Finite Volume Method

Computational Fluid Dynamics using Finite Volume Method

My Learning

Korshub's take

Governing equations first

Discretization and solving

Who it suits

Similar courses

About this course

Korshub reviews

Korshub reviews

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