Week 1- Mixing Tee

1A is for Project 1A - English dictionary App, Library Book Management,  Project 1B is for the second project - 

AIM:To simulate steady state simulations and compare the mixing effectiveness in two pipes (one short and one long) using k-epsilon and k-omega SST models for two distinct cases.  OBJECTIVES:1) To generate plots representing the Temperature and velocity distributions along the length of pipe. 2) To generate…

AIM: 1) To simulate an axi-symmetric flow by applying a symmetry boundary condition.  2) Validate the results with Hagen-Poiseuille's equation for fully developed flow. 3) Validate the Hydro-dynamic length with numerical result. 4) Validate the fully developed flow velocity profile with analytical velocity profile. …

AIM:1) To simulate an axi-symmetric flow by applying a wedge boundary condition. 2) Validate the results with Hagen-Poiseuille's equation for fully developed flow.3) Validate the Hydro-dynamic length with numerical result.4) Validate the fully developed flow velocity profile with analytical velocity profile. 5)…

FINITE VOLUME METHODThe Finite Volume Method (FVM) is a very versatile discretization technique used in CFD. In FDM, discretization is based on dividing the domain into discrete points (greater the number of points, smaller the gridsize hence greater the accuracy), whereas FVM is based on the control volume formation of…

AIM:1) To simulate an incompressible-laminar-viscous flow through a backward facing step geometry.2) To simulate the flow for Grading Factor = 1, 0.2 with respect to the given mesh specification. 3) To measure velocity profile at 0.085m from the inlet section of the geometry for both cases using plot over line tool.…

AIM:1) To simulate isentropic flow through subsonic-supersonic nozzle using MacCormack Method using both Conservative and Non-Conservative forms of the governing equations. 2) To determine steady state distribution of flow-field variables inside the nozzle.3) To perform Grid Independence test on the simulation. 4)…

AIM: 1) To solve 2D Steady State Heat Conduction Equation using implicit approach with point iterative techniques - Jacobi, Gauss Seidel and SOR methods. 2) To solve 2D Unsteady State Heat Conduction Equation using explicit approach.  3) To solve 2D Unsteady State Heat Conduction Equation using implicit…

 AIM: To derive the fourth order approximations for the second order derivative for the given function f(x)=exp(x)*cos(x) using Taylor Table method for the following schemes : 1) Central Difference2) Skewed Right Sided Difference3) Skewed Left Sided DifferenceTo write a program in MatLab to evaluate second…