M. K. Hasan, and Jumat Sulaiman, and Mohamed Othman, (2009) An approximation approach for free space wave propagation. In: 2009 International Conference on Electrical Engineering and Informatics, (ICEEI), 5-7 August 2009, Selangor, Malaysia.
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Official URL: http://dx.doi.org/10.1109/ICEEI.2009.5254701
Modern High technology live style demand an exhaustive used of electromagnetic devices, whether in civilian or military purposes. Among the applications of current interest include those related to communications. Advancement in Computer technology has shifted design of pilot product from "classical trial and error" method to simulation method. This scenario has "zoom-in" the essential of numerical simulation in most science and technology product research and development. Numerical method accelerates and facilitates research and development in the fields. Wireless communication technology has increase the need of "soft" tools to facilitate research and development in the area. A powerful algorithm that popularly used to simulate electromagnetic problem via Maxwell equations in time-domain is the well-known Finite-Difference Time- Domain (FDTD). Albeit FDTD is extraordinary method, it needs a long processing time to simulate problem. In our previous research, we have developed a method called High Speed Low Order Finite Difference Time Domain (HSLO-FDTD). The method is faster than the conventional FDTD but the accuracy is poorer. In this paper, we propose a new algorithm with high order characteristic. The efficiency of the new algorithm is tested and compared with the efficiency of high order FDTD method by some numerical experiment. Experimental result shows that the method is faster and has higher accuracy than the higher order FDTD method. © 2009 IEEE.
|Item Type:||Conference Paper (UNSPECIFIED)|
|Uncontrolled Keywords:||Finite difference time domain, Maxwell equations, Wave propagation, Weighted arithmetic mean scheme|
|Subjects:||?? TK7800-8360 ??|
|Divisions:||SCHOOL > School of Science and Technology|
|Deposited By:||IR Admin|
|Deposited On:||24 Mar 2011 17:44|
|Last Modified:||30 Dec 2014 14:18|
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