The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation
In this paper, some numerical simulations by a new high-speed low order (3)-finite difference time domain (HSLO (3)-FDTD) method with direct-domain (DD) and temporary-domain (TD) approaches are conducted to simulate one dimensional free space wave propagation represented by a Gaussian pulse. The sim...
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my.ums.eprints.34952014-12-29T08:18:15Z https://eprints.ums.edu.my/id/eprint/3495/ The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation Mohammad Khatim Hasan Mohamed Othman Rozita Johari Zulkifly Abbas Jumat Sulaiman QC501-766 Electricity and magnetism TK5101-6720 Telecommunication Including telegraphy, telephone, radio, radar, television In this paper, some numerical simulations by a new high-speed low order (3)-finite difference time domain (HSLO (3)-FDTD) method with direct-domain (DD) and temporary-domain (TD) approaches are conducted to simulate one dimensional free space wave propagation represented by a Gaussian pulse. The simulation is conducted on 2 meter of solution domain truncated by a simple absorbing boundary condition. The efficiency of the new schemes are analyzed and compared with the standard finite difference time domain (FDTD) method in terms of processing time, amplitude and global error. The new schemes (HSLO (3)-FDTD by both approaches) solve the problem faster and produce similar result to the output simulated by the standard FDTD. 2005 Conference or Workshop Item PeerReviewed Mohammad Khatim Hasan and Mohamed Othman and Rozita Johari and Zulkifly Abbas and Jumat Sulaiman (2005) The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation. In: 2005 13th IEEE International Conference on Networks jointly held with the 2005 7th IEEE Malaysia International Conference on Communications, 16-18 Novembar 2005, Kuala Lumpur. http://dx.doi.org/10.1109/ICON.2005.1635659 |
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QC501-766 Electricity and magnetism TK5101-6720 Telecommunication Including telegraphy, telephone, radio, radar, television Mohammad Khatim Hasan Mohamed Othman Rozita Johari Zulkifly Abbas Jumat Sulaiman The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation |
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In this paper, some numerical simulations by a new high-speed low order (3)-finite difference time domain (HSLO (3)-FDTD) method with direct-domain (DD) and temporary-domain (TD) approaches are conducted to simulate one dimensional free space wave propagation represented by a Gaussian pulse. The simulation is conducted on 2 meter of solution domain truncated by a simple absorbing boundary condition. The efficiency of the new schemes are analyzed and compared with the standard finite difference time domain (FDTD) method in terms of processing time, amplitude and global error. The new schemes (HSLO (3)-FDTD by both approaches) solve the problem faster and produce similar result to the output simulated by the standard FDTD. |
format |
Conference or Workshop Item |
author |
Mohammad Khatim Hasan Mohamed Othman Rozita Johari Zulkifly Abbas Jumat Sulaiman |
author_facet |
Mohammad Khatim Hasan Mohamed Othman Rozita Johari Zulkifly Abbas Jumat Sulaiman |
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Mohammad Khatim Hasan |
title |
The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation |
title_short |
The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation |
title_full |
The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation |
title_fullStr |
The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation |
title_full_unstemmed |
The HSLO(3)-FDTD with direct-domain and temporary-domain approaches on infinite space wave propagation |
title_sort |
hslo(3)-fdtd with direct-domain and temporary-domain approaches on infinite space wave propagation |
publishDate |
2005 |
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https://eprints.ums.edu.my/id/eprint/3495/ http://dx.doi.org/10.1109/ICON.2005.1635659 |
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1760229220563288064 |
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13.211869 |