Objective The objective of this project is to numerically simulate the Hagen Poiseuille flow through a pipe in OpenFOAM by accomplishing the following objectives. Writing a program in MATLAB to automate the generation of the computational mesh for any wedge angle and grading schemes. Wedge angle should be less than…
Ramakrishnan Jayasekaran
updated on 07 Aug 2020
Project Details
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Read more Projects by Ramakrishnan Jayasekaran (10)
Week 12 - Symmetry vs Wedge vs HP equation
Objective The objective of this project is to simulate the Hagen-Poiseuille Flow through a pipe in OpenFOAM using the symmetry boundary conditions. This project is a continuation of the previous project in which the Hagen-Poiseuille Flow was simulated using the wedge boundary conditions using a reduced model of the long…
09 Aug 2020 08:43 AM IST
Week 11 - Simulation of Flow through a pipe in OpenFoam
Objective The objective of this project is to numerically simulate the Hagen Poiseuille flow through a pipe in OpenFOAM by accomplishing the following objectives. Writing a program in MATLAB to automate the generation of the computational mesh for any wedge angle and grading schemes. Wedge angle should be less than…
07 Aug 2020 11:30 AM IST
Simulation of Flow over Backward Facing Step using OpenFOAM
Objective The objective of the project is to simulate the flow over a Backward Facing Step using OpenFOAM, and to determine the effect of mesh grading factor on the magnitude of velocity of the flow profile. The above figure shows the geometry of the backward facing step through which the flow is to be simulated.…
26 Jun 2020 12:35 PM IST
Simulation of 1D Super-sonic nozzle flow using MacCormack's Method
Objective To write code in MATLAB to solve and simulate the Quasi 1D Supersonic Nozzle Flow Equations using the MacCormack Method, by implementing both the conservative and non-conservative forms of the governing equations. To perform grid dependence test. To determine the minimum number of runs for which the simulation…
26 May 2020 01:05 PM IST
Solution of Steady State and Transient 2D Heat Conduction using MATLAB
Steady and Unsteady 2D Heat Conduction The steady state and unsteady (transient) state equations for the 2 dimensional Heat Conduction are given as, `(delT)/(delt) = alpha ( (del^2T)/(delx^2) +(del^2T)/(dely^2))` - Transient 2D Heat Conduction For Steady State, `(dT)/dt = 0` `(del^2T)/(delx^2) + (del^2T)/(dely^2)…
06 May 2020 10:45 AM IST
Effect of Time Step on Stability of Numerical Solution for 2D Heat Conduction
Objective The objective of the problem is to analyze the effect of time step on the stability of the solution for both implicit and explicit schemes of the 2D Transient Heat Conduction Equation. The stability of a numerical method for analysing an explicit time integration problem depends on the CFL Number or Cournat Number…
06 May 2020 10:35 AM IST
Effect of variation of Time Steps on 1D Linear Convection Equation
Objective The objective of this problem is to write the MATLAB code to solve the 1D Linear Convection Equation for different values of time steps Convection Convection is basically defined as the bulk movement of a fluid from one position to another with a particular velocity. An example of convection in fluids can…
22 Apr 2020 06:56 AM IST
Simulation of Motion of Simple Pendulum using MATLAB
Objective The objective of the project is to write the MATLAB code to simulate the motion of a pendulum by solving the equation that represents the motion of the pendulum with damping. The equation that describes the motion of the pendulum is given as, `(d^2theta)/(dt^2)+(b/m)(d theta )/(dt) + (g/L)sin theta…
21 Sep 2019 11:00 AM IST
Effect of Grid Size on Approximations of First Order, Second Order and Fourth Order Derivative
Objective The objective of this problem is to compare and plot the effect of grid size (dx) on the Errors in Approximations. The first order error, second order error and fourth order error were calculated in the previous problem by considering a constant grid size (dx) value. Here, we plot the relationship between dx…
19 Sep 2019 11:17 PM IST
Stoichiometric Combustion Calculator for Alkanes, Alkenes and Alkynes, using MATLAB
Objective The aim of the project is to determine and plot the comparison and effect of number of moles of Carbon (c) on the Stoichiometric Coefficient (ar) for the Combustion Reaction. Stoichiometric combustion offers an easy way to understand combustion concepts. When fuel and air mix they produce products as…
09 Sep 2019 05:51 AM IST