Least-Squares Boundary Residuals Solution of Microstrip Step Discontinuities

Electronics Letters

Volumn 24, Issue 10, 1988, Pages 640-641

  Fernandez, F A ^a   Davies, J B ^a  

^a UNIVERSITY COLLEGE LONDON   (United Kingdom)

Author keywords

Electromagnetic field theory; Mathematical techniques; Microstrip; Transmission lines

Indexed keywords

MATHEMATICAL TECHNIQUES; TELECOMMUNICATION LINES;

BOUNDARY RESIDUALS; FINLINE; MICROSTRIP TRANSMISSION LINES; STEP DISCONTINUITIES; SYMMETRIC STEP JUNCTION;

MICROSTRIP DEVICES;

EID: 0024016725     PISSN: 00135194     EISSN: None     Source Type: Journal    
DOI: 10.1049/el:19880434     Document Type: Article

References (8)

1. KOSTER, N. H. L., and JANSEN, R. H.: ‘The microstrip step discontinuity: a revised description’, IEEE Trans., 1986, MTT-34, pp. 213-233
2. CHU, T. s., ITOH, T., and SHIH, T. C.: ‘Comparative study of mode-matching formulations for microstrip discontinuity problems’, IEEE Trans., 1985, MTT-33, pp. 1018-1023
3. CHU, T. s., and ITOH, T.: ‘Analysis of microstrip step discontinuity by the modified residue calculus technique’, IEEE Trans., 1985, MTT-33, pp. 1024-1028
4. ITOH, T., and MITTRA, R.: ‘Spectral domain approach for calculating the dispersion characteristics of microstrip lines’, IEEE Trans., 1973, MTT-21, pp. 496-499
5. MIRSHEKAR-SYAHKAL, D., and DA VIES, J. B.: ‘Accurate solution of microstrip and coplanar structures for dispersion and for dielectric and conductor losses’, IEEE Trans., 1979, MTT-27, pp. 694-699
6. DAVIES, J. B.: ‘A least-squares boundary residual method for the numerical solution of scattering problems’, IEEE Trans., 1973, MTT-21, pp. 99-104
7. MORISHITA, K., INAGAKI, s., and KUMAGAI, N.: ‘Analysis of discontinuities in dielectric waveguides by means of the least squares boundary residual method’, IEEE Trans., 1979, MTT-27, pp. 310-315
8. RAHMAN, B. M. A., and DAVIES, J. B.: ‘Analysis of optical waveguide discontinuities’, J. Lightwave Technol., 1988, 6, pp. 52-57