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Volume 24 Issue 1
Jan.  2002
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Wang Haogang, Nie Zaiping, Wang Jun, Hu Jun, Yao Haiying. Numerical calculation of combining surface parametric quadratic modeling with reducing singularity order of integral in moment method[J]. Journal of Electronics & Information Technology, 2002, 24(1): 83-89.
Citation: Wang Haogang, Nie Zaiping, Wang Jun, Hu Jun, Yao Haiying. Numerical calculation of combining surface parametric quadratic modeling with reducing singularity order of integral in moment method[J]. Journal of Electronics & Information Technology, 2002, 24(1): 83-89.

Numerical calculation of combining surface parametric quadratic modeling with reducing singularity order of integral in moment method

  • Received Date: 1999-11-18
  • Rev Recd Date: 2000-10-18
  • Publish Date: 2002-01-19
  • In this paper, the numerical method of combining surface parametric quadratic modeling with singularity orders reducing in moment method is analyzed. The objects are modeled by parametric quadratic surface. The singularity order of the integral is reduced from O(1/R2) to O(1/R). Compared with other methods, this method simplifies the complexity of self-impedance elements calculating and increases its calculating stability and accuracy. It is applied to calculating RCS of some objects. Good agreement with the results from some other methods is found.
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  • J.M. Song, W. C. Chew, Moment method solutions using parametric geometry, J. of EM Wave and Applications, 1995, 9(1/2), 71-83.[2]L. Valle, et al., Combining the moment method with geometrical modelling by NURBS surfaces and Bezier patchs, IEEE Trans. on AP, 1994, 42(3), 373-381.[3]王浩刚,聂在平,三维矢量散射积分方程中奇异性的分析,电子学报,1999,27(12),68-72[4]E.H. Newman, Polygonal plate modeling, Electromagnetics, 1990, 10(2), 65-83.[5]W.A. Johnson, Modeling scattering from and radiation by arbitrary shaped objects with the electric field integral equation triangular surface patch code, Electromagnetics, 1990, 10(1), 4163.
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