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Volume 15 Issue 1
Jan.  1993
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Duan Fangyong, Huagg Zailu, Wan Faguan. A NEW METHOD OF RECONSTRUCTING PROFILES OF LAYERED MEDIA[J]. Journal of Electronics & Information Technology, 1993, 15(1): 45-51.
Citation: Duan Fangyong, Huagg Zailu, Wan Faguan. A NEW METHOD OF RECONSTRUCTING PROFILES OF LAYERED MEDIA[J]. Journal of Electronics & Information Technology, 1993, 15(1): 45-51.

A NEW METHOD OF RECONSTRUCTING PROFILES OF LAYERED MEDIA

  • Received Date: 1991-09-09
  • Rev Recd Date: 1992-03-09
  • Publish Date: 1993-01-19
  • To solve the problem of reconstructing profiles of layered media (RPLM), at first a new time-domain mathematical model for EM wave propagation in lavered media is presented. Secondly, the problem for RPLM is reduced to a paramerer identification one with distributed parameter system. Then a new effective method of RPLM is presented. The method is better than the reconstruction method using reflection coefficient or impluse response to inverse its potential function. A fast identification algorithm is obtained by making use of the step-gradient layered inversion method. Finally, a digital simulation example shows the feasibility of the algorithm.
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  • Coen. Sbimon, IEEE Trans. on AP, AP-29(1981) 5, 726-732.[2]葛德彪等,电子学报,11(1983)5,33-37.[3]葛德彪,电子学报,15(1987)6,104 -106.[4]陈小安,章文勋,应用科学学报,7(1989)1,30-34.[5]R. Mittra, Inverse Scattering ana Remote Probing, Computer Techniques for Electromagnetics, R. Mittra, Ed., New York, Pergamon, (1973), pp. 372-392.[6]D. Lesselier, J. Opt., 9(1978) 6, 349-358.[7]J.-C. Bolomey, C. Durix,D. Lesselier, IEEE Trans. on AP,AP-27(1979) 3, 244-248.[8]李世智,张宇志,电子学报,18(1990)1,93-98.[9][9][10]A. Bamberger et al., J. Appl. Math. and Optim, No. 5, (1979), 1-47.[11]段方勇,黄载禄,万发贯等,层状介质参数反演的阶跃梯度法,中国地球物理学会年刊,(1991),地震出版社,北京,第4页.
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