Date:
We consider a 3 dimensional physical scenario to simulate a heating object and compute the average temperature over its boundary for a monotone and non-monotone scheme.
Date:
We explore the cause behind spurious numerical oscillations when solving the heat equation and develop a robust algorithm using appropriate numerical quadrature.
Date:
We solve the Poisson equation by setting up a black-box solver and examine the implications of convergence for a particular scenario.
Date:
We describe the framework of neural networks and build an example from scratch using NumPy.
Date:
We explore the application of Newton’s method when solving the Butler-Volmer equation, and ways to reduce the number of iterations taken by the solver.
Date:
We present a basic application of Kalman filters in measuring the temperature of a heating object.
@misc{VohraNaren,
author = {Vohra, Naren},
title = {Blog: Title of post},
url = {https://nvohra0016.github.io/talks/title-of-particular-post},
year = {mm/yyyy},
}