Browsing by Author "Aydoǧar, Zafer"
Now showing items 1-3 of 3
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Scattering transfer matrix factorization based synthesis of resistively terminated LC ladder networks
Bu yüksek lisans tezimde, direnç ile sonlandırılmış LC merdiven devrelerin sentezi için algoritmalr önerilmiştir. Bu algoritmalar saçılma transfer matrisi faktorizasyonuna dayanır. Alçak-geçiren, yüksek-geçiren, band-geçiren ve band-söndüren durumlar için dört algoritma geliştirilmiştir. Algoritmaların temelinde şu fikir yer almaktadır: İlk olarak, verilen saçılma tranfer matrisi kullanılarak bir sabit hesaplanır. Bu sabitin değerine göre çekilecek elemanın tipine karar verilir, daha sonra verilen ...
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Synthesis of resistively terminated high-pass LC ladder networks [Direnç ile sonlandırılmış yüksek geçiren LC merdiven devrelerin sentezi]
In this paper a transfer matrix factorization based synthesis algorithm for resistively terminated high-pass LC ladder networks is presented. In the algorithm component value of the extracted element and the scattering transfer matrix of the remaining network are formulated in terms of scattering transfer matrix coefficients of the whole network. An example is presented to exhibit the application of the proposed synthesis algorithm.
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Transfer matrix factorization based synthesis of resistively terminated LC ladder networks
In this paper a transfer matrix factorization based synthesis algorithm for resistively terminated low-pass LC ladder networks is presented. In the algorithm component value of the extracted element and the reflection factor of the remaining network are well formulated in terms of reflection factor coefficients of the whole network. An example is presented to exhibit the application of the proposed synthesis algorithm.