Abstract
In this paper, we present a compact scheme of order four for the numerical solution of linear
second order boundary value problems. We also employ the finite difference approach to solve the
same problems. A comparison of the two approaches is shown with the help of three test problems. It
is found that the compact scheme is a powerful technique to solve the linear second order boundary
value problems as compared to the finite difference method.
Muhammad Irfan Qadir, M.O. Ahmad. (2017) Compact Finite Difference Schematic Approach For Linear Second Order Boundary Value Problems, Pakistan Journal of Engineering and Applied Sciences, VOLUME 20, Issue 1.
-
Views
2038 -
Downloads
141
Previous Article
Article Details
Volume
Issue
Type
Language
