Guided industry project
Solution of 2D Heat Conduction Equation
In this project you will solve the steady and unsteady 2D heat conduction equations. You will implement explicit and implicit approaches for the unsteady case and learn the differences between them. You will also learn how to implement iterative solvers like Jacobi, Gauss-Seidel and SOR for solving implicit equations.
- Duration
- 1 month
- Fee
- ₹30,000
- For
- Bachelors in Mechanical, Aerospace, Automotive, Material & Civil Engineers with basic understanding of Fluid Dynamics, Mathematics and Programming.
What will you do in this project?
In this project, you will create a 2D solver to simulate the 2D Heat Conduction equation. You will solve both the steady and unsteady governing equations and implement the Explicit and Implicit approaches to solving the transient problem. The implicit equations will be solved using the iterative solvers like Jacobi, Gauss-Seidel and Successive Over Relaxation (SOR). You will then perform the convergence study among all the implemented approaches and finally carry out stability analysis for explicit and implicit approaches.Benefits of this Project
In this project you will solve the steady and unsteady 2D heat conduction equations. You will implement explicit and implicit approaches for the unsteady case and learn the differences between them. You will also learn how to implement iterative solvers like Jacobi, Gauss-Seidel and SOR for solving implicit equations.The project is an intermediate level project
- This project will help establish a great foundation on CFD and will provide insights on how commercial CFD solvers function.
- This project is great for undergraduate students (4th year), M.Tech or MS students as well as working professionals who want solid grasp over fundamental CFD concepts.
Pre-requisites
- Need working knowledge on Matlab Programming.
- Need understanding of Numerical concepts.
Mechanical EngineeringAerospace EngineeringThermal Engineering
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