Learn about the Finite Volume Method for solving the diffusion equation, focusing on the Tri-Diagonal Matrix Algorithm (TDMA) in this 49-minute lecture. Explore the calculation of diffusion coefficients on cell faces and delve into the solution of linear algebraic equations. Gain a comprehensive understanding of the TDMA algorithm and its application in numerical methods for partial differential equations.
Finite Volume Method for Diffusion Equation - Tri-Diagonal Matrix Algorithm
Overview
Syllabus
Finite Volume Method for Diffusion Equation: Tri-Diagonal Matrix Algorithm
Taught by
NPTEL-NOC IITM
Related Courses
-
Computational Fluid Dynamics using Finite Volume Method
-
The Finite Element Method for Problems in Physics
4.4 -
Finite Volume Method for Diffusion Equation - Linearization of Source Term and Line-by-Line TDMA
-
Finite Volume Method for Diffusion Equation: Steady Diffusion in Unstructured Meshes - Part 1
-
Practical Numerical Methods with Python
4.0 -
Finite Element Method: Variational Methods to Computer Programming
