Numerically effective basis functions in integral equation technique for sectoral coaxial ridged waveguides

S Piltyay - … on Mathematical Methods in Electromagnetic Theory, 2012 - ieeexplore.ieee.org
The electrodynamics eigenmodes boundary problem for sectoral coaxial single-ridged
waveguides is solved by the integral equation technique utilizing the introduced system of …
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[引用][C] Numerically effective basis functions in integral equation technique for sectoral coaxial ridged waveguides

S Piltyay - International Conference on Mathematical Methods in …, 2012 - elibrary.ru
Numerically effective basis functions in integral equation technique for sectoral coaxial ridged
waveguides КОРЗИНА ПОИСК НАВИГАТОР ЖУРНАЛЫ КНИГИ ПАТЕНТЫ ПОИСК АВТОРЫ …
[PDF] researchgate.net

[PDF][PDF] NUMERICALLY EFFECTIVE BASIS FUNCTIONS IN INTEGRAL EQUATION TECHNIQUE FOR SECTORAL COAXIAL RIDGED WAVEGUIDES

S Piltyay - researchgate.net
The electrodynamics eigenmodes boundary problem for sectoral coaxial single-ridged
waveguides is solved by the integral equation technique utilizing the introduced system of …

Numerically effective basis functions in integral equation technique for sectoral coaxial ridged waveguides

S Piltyay - … International Conference on Mathematical Methods in … - infona.pl
The electrodynamics eigenmodes boundary problem for sectoral coaxial single-ridged
waveguides is solved by the integral equation technique utilizing the introduced system of …