Project information
- Category: Engineering
- Client: Freelance
- Project date: 15 January, 2021
- Link: Couette Flux Project
- Link: Purely Diffusive Project
- Link: Convection Transient Diffusion Project
Solution of a Couette Flow with Constant Pressure Gradient by Finite Differences
In the present work, we will study a Couette flow, its analytical and numerical solution using the finite difference method and its exact and iterative solution with the Gauss-Seidel method, with a special focus on the impact of the Reynolds number and the application of a constant pressure gradient, as well as the effects of the mesh density, the convergence and stability of the approximate iterative solution.
One Bar Solution with Purely Diffusive Heat Flux and Finite Volume Forced Convection Cooling
In the present work I study the heat flux by conduction over a bar subjected to forced cooling by convection on the surface, focusing on the effects of the convective coefficient, the type of scheme for time integration used, the dimensionless number of Fourier and Nusselt with respect to an iterative numerical solution using the finite volume method.
Flow Solution of a Property Subject to Convection Transient Diffusion Through Finite Volume
In the present work, the flow of a property φ along a one-dimensional domain subject to a source with variable distribution until reaching the stable state was studied.