Greetings !
I was going thru' the paper
E. H. Newman, ``An Overview of the Hybrid MM/Green's Function
Method in Electromagnetics,'' Proc. IEEE, pp. 270-282, March 1988.
In that paper, Fig. 10 is probably (in my opinion) the answer to
the future of CEM technology (if that is the right word). Briefly,
the results therein suggest that there is a tremendous scope for
use of asymptotic techniques in CEM. It is however implied that
`asymptotic' in CEM means GTD/UTD formulations - diffraction
coefficients for canonical surfaces and so on. But, this really
is not the whole picture.
I think that future research in CEM should also emphasize the use of
asymptotic techniques, because it appears from what I read in the
standard EM literature that very few researchers are interested in
this aspect. The development of asymptotic Green's functions for
several problems is maybe the key to the development of computationally
efficient codes for the future.
I just want to know that are there any orgs. to whom this aspect of
CEM is important in their EM modeling work ?
HAPPY THANKSGIVING to all EM-ers , and
- warm regards,
=================================================================
Deb Chatterjee
Radar Systems and Remote Sensing Laboratory
Department of Electrical Engineering and Computer Science
Room 322, Nichols Hall
2291 Irving Hill Road
Lawrence, KS 66045-2969
tel: (913)864-7742
fax: (913)864-7789
e-mail: dchatterjee_at_kuhub.cc.ukans.edu
Received on Fri Nov 29 1996 - 15:19:52 EST
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