1. Ise, K., K. Inoue, and M. Koshiba, "Three dimensional finite element method with edge element of electromagnetic waveguide discontinuities," IEEE Trans.-MTT, Vol. 39, 1289-1295, August 1991.
doi:10.1109/22.85402 Google Scholar
2. Lotz, R., J. Ritter, and F. Arndt, "3D subgrid technique for the finite difference method in frequency domain," IEEE-MTT-S Int. Microwave Symp. Digest, 1275-1278, Baltimore, MD, June 1998.
3. Schmidt, R. and P. Russer, "Modeling of cascaded coplanar waveguide discontinuities by mode-matching approach," IEEE Trans.-MTT, Vol. 43, 2910-2917, 1995.
doi:10.1109/22.475655 Google Scholar
4. Arndt, F., J. Bornemann, et al. "Modal S-matrix method for optimum design of inductively direct-coupled cavity filters," IEEE Proceeding, Vol. 133, No. 5, Oct. 1986. Google Scholar
5. Soler, F. J. P., F. D. Q. Pereira, J. P. Garcia, D. C. Rebenaque, and A. A. Melcon, "Analysis of inductive waveguide microwave components using alternative port treatment and efficicient fast multipole," Progress In Elecromagnetics Research, Vol. 68, 71-90, 2007.
doi:10.2528/PIER06072001 Google Scholar
6. Tao, J. W. and H. Baudrand, "Multimodal variational analysis of uniaxial waveguide discontinuities," IEEE Trans.-MTT, Vol. 39, 506-516, March 1991.
doi:10.1109/22.75293 Google Scholar
7. Nanan, J. C., J. W. Tao, H. Baudrand, B. Theron, and S. Vigneron, "At wo-step synthesis of broadband rigged bandpass filters with improved performances," IEEE Trans.-MTT, Vol. 39, 2192-2197, December 1991.
doi:10.1109/22.106564 Google Scholar
8. Lilonga-Boyenga, D., J. Tao, and T. H. Vuong, "A new multimodal variational analysis of uniaxial discontinuities in microwaves devices," Proceeding Mediterranean Microwave Symposium MMS’2004, 112-114, Marseille, 2004.
9. Couffignal, P., H. Baudrand, and B. Theron, "A new rigorous method for determination of iris dimensions in dual-mode cavity filters," IEEE Trans.-MTT, Vol. 42, 1314-1320, July 1994.
doi:10.1109/22.299724 Google Scholar
10. Lilonga-Boyenga, D., J. Tao, and T. H. Vuong, "Uniaxial discontinuities by a new multimodal variational method --- Application to filter design," International Journal of RF and Microwave Computer-Aided Engineering, Vol. 17, No. 1, 77-82, January 2007.
doi:10.1002/mmce.20200 Google Scholar
11. Vuong, T. P., Contribution a l'etude des discontinuites dans les guides metalliques creux --- Applications aux antennes et filtres, These de doctorat INP Toulouse, December 1999.
12. Ilie, M. M., A. Z. Ilie, and B. M. Notaros, "Higher order large-domain FEM modeling of 3-D multiport waveguide structures with arbitrary discontinuities," IEEE Trans.-MTT, Vol. 52, 1608-1614, June 2004. Google Scholar
13. Arndt, F., J. Bornemann, D. Heckmann, C. Pionek, H. Sommerow, and H. Schueler, "Modal S-matrix method for optimum design of inductively direct-coupled cavity filters," IEEE Proceedings, Vol. 133, Pt. H, No. 5, 341-350, October 1986. Google Scholar
14. Arndt, F., T. Sieverding, et al. Optimized-oriented design of rectangular and circular waveguide components with the use of efficient mode-matching simulators in commercial circuit CAD tools (invited article), 37-50, John Wiley & Sons Inc., 1997.