2018
DOI: 10.1109/lmwc.2018.2855565
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Compact Fully Uniplanar Bandstop Filter Based on Slow-Wave Multimodal CPW Resonators

Abstract: In this letter, a compact, fully uniplanar bandstop filter is presented. It is based on multimodal coplanar waveguide resonators implemented using a slow-wave periodic structure that greatly reduces the filter's horizontal dimension. A multimodal circuit model for the filter is proposed and experimentally validated. A second-order filter prototype at 1.9 GHz, with a compact size of 0.31λ g × 0.19λ g , was designed and fabricated. The filter features measured fractional bandwidths of 9.3% and 3.7% for −20and −3… Show more

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Cited by 16 publications
(9 citation statements)
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“…The DB-BPF circuit consists of four elements, namely circular resonator, inter-digital coupling lines on both sides, feed lines at both ports for 50 ohms and backed square ring conductor. The inter-digital link is coupled with circular MMR (multi-mode resonator) to produce widespread bandwidth and improved filter performances [20,21]. Multi-mode resonator and inter-linked coupling are combined together and produce continuous oscillation for the range of frequencies 2 GHz-7.8 GHz restricted to S-band and C-band.…”
Section: Filter Designmentioning
confidence: 99%
“…The DB-BPF circuit consists of four elements, namely circular resonator, inter-digital coupling lines on both sides, feed lines at both ports for 50 ohms and backed square ring conductor. The inter-digital link is coupled with circular MMR (multi-mode resonator) to produce widespread bandwidth and improved filter performances [20,21]. Multi-mode resonator and inter-linked coupling are combined together and produce continuous oscillation for the range of frequencies 2 GHz-7.8 GHz restricted to S-band and C-band.…”
Section: Filter Designmentioning
confidence: 99%
“…The aforementioned challenges of EM-driven design are particularly pertinent to miniaturized microwave components (couplers, power dividers, filters, impedance matching transformers [5]- [7]), where conventional transmission lines (TLs) are folded [8] or replaced by physically smaller building blocks (e.g., compact cells employing the slow-wave phenomenon [9], [10]). Furthermore, compact structures often incorporate defected ground structures (DSGs) [11] or multi-layer implementations [12].…”
Section: Introductionmentioning
confidence: 99%
“…These issues are particularly pertinent to miniaturized microwave components where traditional design methods involving network-equivalent models are only capable of yielding initial designs that require further tuning [5], [6]. Furthermore, the layouts of compact structures are typically described using larger numbers of parameters than the conventional circuits, because their construction involves slow-wave-based [7] building blocks such as compact microstrip resonant cells (CMRCs) [8], defected ground structures (DSGs) [9], or transmission line (TL) folding [10]. For the same reasons, the simulation of such circuits is longer, yet, EM-based design closure is mandatory due to the presence of crosscoupling effects, reliable quantification of which requires EM analysis.…”
Section: Introductionmentioning
confidence: 99%