A Time-Dependent Numerical Statistical Solution of the Partial Differential Heat Diffusion Equation


Authors : Dr. Ismail Abbas

Volume/Issue : Volume 6 - 2021, Issue 1 - January

Google Scholar : http://bitly.ws/9nMw

Scribd : https://bit.ly/3dcmiMk

The present article is an extension of the previous article based on the statistical transition matrix B which aimed to study the steady-state solution of the ICBC distribution in the diffusion PDE. We extend here the same theory to find the spatio-temporal evolution of the energy density vector. Numerical results of the required solution are presented for 2D and 3D configuration space problems where the precision and convergence speed or computation time are superior to the conventional method of separating variables and numerical finite difference techniques

CALL FOR PAPERS


Paper Submission Last Date
31 - October - 2021

Paper Review Notification
In 1-2 Days

Paper Publishing
In 2-3 Days

Never miss an update from Papermashup

Get notified about the latest tutorials and downloads.

Subscribe by Email

Get alerts directly into your inbox after each post and stay updated.
Subscribe
OR

Subscribe by RSS

Add our RSS to your feedreader to get regular updates from us.
Subscribe