Yaacob, Nazeeruddin and Mohamed Murid, Ali Hassan and Wan Abdullah, Wan Rukaida and Hashim, Zulkifly (2005) Stiff PDE in heat problem : solution using the method of lines with new numerical algorithm. Project Report. Faculty of Science, Skudai, Johor. (Unpublished)

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Abstract
An equation where solutions change on two vastly different scales will encounter a stiff problem. Partial differential equations can lead to systems of first order ordinary differential equations when discretized using finite difference such as methods of lines. The method of lines, (MOL) is a powerful technique for solving partial differential equation. This project aims to demonstrate the combination of two methods in order to solve the stiff problems. The methods are the method of lines with fivepoints central finite difference and the explicit third order RungeKutta method.
Item Type:  Monograph (Project Report) 

Subjects:  Q Science > QA Mathematics 
Divisions:  Science 
ID Code:  5805 
Deposited By:  Noor Aklima Harun 
Deposited On:  07 Jul 2008 00:15 
Last Modified:  10 Aug 2017 01:22 
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