Transient Scattering by Dielectric bodies-A Comparison of TLM and TDIE Methods

R. Srinivasa Rao*, P.V. Subbaiah**, B. Prabhakara Rao***
* Professor, Dept of ECE, SVEC, Tirupathi, A.P, India.
** Principal, ASIST, Krishna Dist, A.P, India.
*** Professor, College of Engineering, JNTUK, Kakinada, A.P, India.
Periodicity:May - July'2012
DOI : https://doi.org/10.26634/jcs.1.3.1890

Abstract

The radar signature calculations play an essential role in the design and functioning of today’s radars in detecting the surface and air targets.  Radar interrogation is essentially a transient electromagnetic scattering process and direct transient analysis provides an opportunity to observe and to interpret scattering behavior.  We present in this paper a comparison of two popular time domain numerical techniques widely used for direct transient analysis, namely, the transmission line matrix (TLM) method and the time-domain integral equation (TDIE) method. Both the methods belong to the category of time domain techniques; however, their modeling philosophy is quite different. Whereas the TLM method is based on the implementation of the Huygens principle by modeling the space with a system of interconnected transmission-lines, the TDIE is based on well known method of moments. The comparison is made via standard canonical shaped dielectric bodies, namely, a cube, and a sphere, mainly to address the factors affecting accuracy, efficiency, and the required computer resources.

Keywords

Radar signature, Transmission line matrix method, Symmetrical Condensed Node, Time-domain integral equation method, Moment method

How to Cite this Article?

Rao, R. S., Subbaiah, P. V., and Rao, B. P. (2012). Transient Scattering By Dielectric Bodies- A Comparison Of TLM And TDIE Methods. i-manager’s Journal on Communication Engineering and Systems, 1(3), 11-16. https://doi.org/10.26634/jcs.1.3.1890

References

[1]. Wolfgang, J.R Hoffer, "The transmission line matrix method-Theory and Applications". IEEE Trans on MTT-33, No 10, pp. 882-893, October 1985
[2]. S. M. Rao, Ed., Time Domain Electromagnetics. New York: Academic, 1999.
[3]. Johns, P.B.: "A Symmetrical Condensed Node For The TLM Method", IEEE Trans., 1987, MTT-35, (4), pp. 370-377
[4]. Vladica Trenkic, Christos Christopoulos, and Benson TM : "Development of General Symmetrical Condensed node for the TLM method", IEEE Trans. MTT., vol. -44, No. 12 pp. 2129-2135, December 1996.
[5]. Chen, Z., NEY, M.M., and Hoefer. W.J.R.: "Absorbing And Connecting Boundary Conditions For The TLM Method", IEEE Trans., 1993, MTT41, ( I I ) , pp. 2016-2024
[6]. SIMONS, N.R.S., and BRIDGES. E.: "Application Of The TLM Method To Two-Dimensional Scattering Problems", Int. J. Numerical Modelling, 1992, 5, pp. 93-110
[7]. Luebbers, R.J., K.S. Kunz, M. Schneider, and F. Hunsberger, " A Finite Difference Time Domain Near Zone To Far Zone Transformation," IEEE Trans. Antennas Propagat., vol. 39, pp. 429-433,1991.
[8]. D.A. Vechinski , S.M. Rao and T.K Sarkar, " Transient scattering from three dimensional arbitrarily shaped dielectric bodies," J. Opt. Soc.Am. A/vol 11, No. 41 pp. 1458-1469April 1994.
[9]. S.M. Rao, D.R. Wilton, and A.W. Glisson, "Electromagnetic scattering by surfaces of arbitrary shape," IEEE Trans. Antennas Propagat., vol. 30, pp. 409-418, May 1982.
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