Problem Statement : Write a code to solve the 1D supersonic nozzle flow equations using the Macormack Method. Implement both the conservative and non-conservative forms of the governing equations Perform grid dependence test Write separate functions for conservative and non-conservative forms Figure out the minimum number…
Sanket Jain
updated on 07 Oct 2019
Project Details
Leave a comment
Thanks for choosing to leave a comment. Please keep in mind that all the comments are moderated as per our comment policy, and your email will not be published for privacy reasons. Please leave a personal & meaningful conversation.
Other comments...
Read more Projects by Sanket Jain (6)
Need for Flux Limiters and Interpolation Schemes in FVM
Problem Statement : In your own words, describe the need for interpolation schemes and flux limiters in FVM. You can use the 1D linear heat conduction equation as an example. …
09 Apr 2020 09:49 AM IST
Simulation of a 1D Super-sonic nozzle flow simulation using Macormack Method
Problem Statement : Write a code to solve the 1D supersonic nozzle flow equations using the Macormack Method. Implement both the conservative and non-conservative forms of the governing equations Perform grid dependence test Write separate functions for conservative and non-conservative forms Figure out the minimum number…
07 Oct 2019 03:22 AM IST
Simulating the Flow Through a Backward Facing Step in OpenFOAM
Objective: Simulating the flow through a backward facing step using multiple meshing schemes and comparing the result among the multiple meshes. Desired Outputs: How does the velocity magnitude profile change as a function of mesh grading factor. Use factors, 0.2, 0.5,0.8 Measure the velocity profile at 0.085 m from the…
16 Sep 2019 09:04 AM IST
Solving the Steady and Unsteady 2D Heat Conduction Problem
Problem Statement: Solving the Steady and Unsteady 2D Heat Conduction equation. 1. Assume that the domain is a unit square. 2. Assume nx = ny [Number of points along the x direction is equal to the number of points along the y direction] 3. Boundary conditions for steady and transient case …
20 Aug 2019 12:34 PM IST
Higher Order Approximation using Taylor Table Method
Problem Statement : To Derive the following 4th order approximations of the second order derivative of the function f(x) = exp(x)*cos(x) 1. Central difference 2. Skewed right sided difference 3. Skewed left sided difference 1. Provide a plot that compares the absolute error between the above mentioned schemes 2. Compare…
12 Aug 2019 10:09 AM IST
Simulation of a Pendulum in MATLAB for 20 seconds
Our objective was to write a program that solves the following ODE. This ODE represents the equation of motion of a simple pendulum with damping. In the above equation, g = gravity in m/s2, L = length of the pendulum in m, m = mass of the ball in kg, b=damping coefficient. Wrote a program in MATLAB that simulated…
22 Jul 2019 01:58 AM IST