Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan

This article discusses the solution of one-dimensional convection-diffusion equations by using Successive Over-Relaxation Red Black (SORRB) and Gauss-Seidel Red Black (GSRB) method for parallel and sequential. The implementation for this method has been performed on parallel computers for distribute...

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Main Authors: Mi Yusuf, Lizawati, Othman, Mohd. Shahizan
Format: Article
Language:English
Published: Penerbit UTM Press 2008
Subjects:
Online Access:http://eprints.utm.my/8685/
http://eprints.utm.my/8685/1/LizawatiMiYusuf2008_PenyelesaianMasalahPersamaanResapan-Olakan.pdf
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author Mi Yusuf, Lizawati
Othman, Mohd. Shahizan
author_facet Mi Yusuf, Lizawati
Othman, Mohd. Shahizan
author_sort Mi Yusuf, Lizawati
building UTeM Institutional Repository
collection Online Access
description This article discusses the solution of one-dimensional convection-diffusion equations by using Successive Over-Relaxation Red Black (SORRB) and Gauss-Seidel Red Black (GSRB) method for parallel and sequential. The implementation for this method has been performed on parallel computers for distributed memory systems using Parallel Virtual Machine (PVM) and C which used 18 personal computers with Intel Pentium IV processor. This research successfully results in affirmation of the theories presented by Foster (1995) which proposed that the percentage of efficiency decreases and the speedup factor increases when the numbers of processors are increasing. The research result also shows that the parallelization of GSRB and SORRB method is faster than sequential especially when the number ofprocessors increased. As a conclusion, problem solving by using parallelization will reduce execution time especially in solving large scale problems.
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spelling utm-86852017-11-01T04:17:24Z http://eprints.utm.my/8685/ Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan Mi Yusuf, Lizawati Othman, Mohd. Shahizan QA Mathematics This article discusses the solution of one-dimensional convection-diffusion equations by using Successive Over-Relaxation Red Black (SORRB) and Gauss-Seidel Red Black (GSRB) method for parallel and sequential. The implementation for this method has been performed on parallel computers for distributed memory systems using Parallel Virtual Machine (PVM) and C which used 18 personal computers with Intel Pentium IV processor. This research successfully results in affirmation of the theories presented by Foster (1995) which proposed that the percentage of efficiency decreases and the speedup factor increases when the numbers of processors are increasing. The research result also shows that the parallelization of GSRB and SORRB method is faster than sequential especially when the number ofprocessors increased. As a conclusion, problem solving by using parallelization will reduce execution time especially in solving large scale problems. Penerbit UTM Press 2008 Article PeerReviewed application/pdf en http://eprints.utm.my/8685/1/LizawatiMiYusuf2008_PenyelesaianMasalahPersamaanResapan-Olakan.pdf Mi Yusuf, Lizawati and Othman, Mohd. Shahizan (2008) Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan. Jurnal Teknologi Maklumat, 20 (2). pp. 65-74. ISSN 0128-3790
spellingShingle QA Mathematics
Mi Yusuf, Lizawati
Othman, Mohd. Shahizan
Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
title Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
title_full Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
title_fullStr Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
title_full_unstemmed Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
title_short Penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
title_sort penyelesaian masalah persamaan resapan olakan satu dimensi secara selari dan berjujukan
topic QA Mathematics
url http://eprints.utm.my/8685/
http://eprints.utm.my/8685/1/LizawatiMiYusuf2008_PenyelesaianMasalahPersamaanResapan-Olakan.pdf