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Application of point-matching method to scattering from quadrilateral cylinders

Application of point-matching method to scattering from quadrilateral cylinders

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© The Institution of Electrical Engineers
Published

The possibility of constructing computer programs with the capability of generating detailed information on the scattering characteristics of a wide class of perfectly conducting cylinders of arbitrary cross-section in the ‘resonance’ range has made further investigation of the ‘point-matching’ technique of some interest. In the letter, the utility of the point-matching method is explored for a class of quadrilateral cylinders when the region exterior to the scatterer can be described by a set of overlapping domains within which the field can be expanded in terms of complete eigenfunction expansions.

Inspec keywords: electromagnetic wave scattering

Other keywords: point matching method; electromagnetic wave scattering; quadrilateral cylinders; set of overlapping domains

Subjects: Electromagnetic wave propagation; Electromagnetic waves: theory

References

    1. 1)
      • Kennaugh, E.M., Tsu, R.: `Approximate solutions to scattering problems by multipole matching', report 827–41, 1959.
    2. 2)
      • R. Mittra , D.R. Wilton . A numerical approach to the determination of electromagnetic scattering characteristics of perfect conductors. Proc. IEEE , 2064 - 2065
    3. 3)
      • Kennaugh, E.M.: `Multipole field expansions and their use in approximate solutions ot electromagnetic scattering problems', report 827–5, 1959.
    4. 4)
      • Schultz, F.V., Bolle, D.M., Schindler, J.K.: `The scattering of electromagnetic waves by perfectly reflecting objects of complex shape', report TR–EE63–8, 1963.
    5. 5)
      • V.J. Aidala , D.M. Bolle . Scattering by a finite perfectly conducting wedge. IEEE Trans. , 776 - 777
    6. 6)
      • C.H. Wilcox . A generalization of theorems of Rellich and Atkinson. J. Am. Math. Soc.
    7. 7)
      • C.R. Mullin , R. Sandburg , C.O. Velline . A numerical technique for the determination of scattering cross sections of infinite cylinders of arbitrary geometrical cross section. IEEE Trans. , 141 - 149
    8. 8)
      • L. Lewin . On the inadequacy of discrete mode-matching techniques in some waveguide discontinuity problems. IEEE Trans. , 364 - 372
    9. 9)
      • K.K. Mei , J. van Bladel . Scattering by perfectly conducting rectangular cylinders. IEEE Trans. , 185 - 192
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