K-Band Waveguide Resonator Bandpass Filter Structure With Adjustable Transmission Zeros for Producing Various Symmetric and Asymmetric Responses

被引:0
|
作者
Lee, Sanggu [1 ]
Lee, Jongheun [2 ]
Lee, Boyoung [3 ]
Lim, Jaehwan [1 ]
Han, Jaesub [1 ]
Lee, Juseop [2 ]
机构
[1] LIG Nex1, Yongin 16911, Gyeonggi, South Korea
[2] Korea Univ, Dept Comp & Radio Commun Engn, Seoul 02841, South Korea
[3] KETI, Seongnam Si 13509, South Korea
来源
IEEE ACCESS | 2025年 / 13卷
基金
新加坡国家研究基金会;
关键词
Resonator filters; Couplings; Filtering theory; Microwave filters; Band-pass filters; Resonant frequency; Information filters; Topology; Shunts (electrical); Reflection; Filter synthesis; filter topology; microwave filter; transmission zeros; waveguide resonator; LINE FILTERS; DESIGN; COUPLINGS; POLES;
D O I
10.1109/ACCESS.2025.3527545
中图分类号
TP [自动化技术、计算机技术];
学科分类号
0812 ;
摘要
This work is to present a versatile K-band waveguide resonator bandpass filter structure capable of producing various responses with a pair of transmission zeros. One of the significant features of the presented filter structure is its ability to produce very dissimilar responses through fine adjustment of tuning screws without changing the geometries of the resonators and coupling structures. The versatility of the filter includes the ability to adjust the proximity of a pair of transmission zeros to the passband. In addition, its asymmetric responses can be laterally inverted by simply changing the resonant frequencies of the resonators without altering the coupling values of the coupling structures. The versatility of the filter can be attributed to the waveguide filter structure using the same type of coupling structures, inductive irises, and avoiding both negative couplings and cross couplings. For filter designs, this work presents a direct synthesis approach to finding the normalized coupling values from a prescribed canonical power transfer function containing a pair of transmission zeros without using numerical methods. One interesting feature is that there is an infinite number of synthesis results corresponding to a predefined response. The filter synthesis approach is demonstrated using examples of third- and fourth-order filters, each featuring a pair of transmission zeros. The versatility of the presented filter is illustrated by a fabricated fourth-order waveguide filter, tuned to produce, for example, three symmetric and four asymmetric responses.
引用
收藏
页码:8664 / 8675
页数:12
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