2017
DOI: 10.1049/el.2017.1121
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Hepta‐band bandpass filter based on folded cross‐loaded stepped impedance resonator

Abstract: A hepta-band bandpass filter (HB-BPF) based on folded cross-loaded stepped impedance resonator (SIR) was investigated. A cross-loaded SIR microstrip structure was arranged to produce several transmission zeros. In order to reduce the filter size, a folded cross-loaded SIR was proposed. The HB-BPF was designed on FR4 microstrip substrate with ε r = 4.4, thickness h = 0.8 mm, and tan δ = 0.0265. This HB-BPF achieves transmission coefficients of 0.

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Cited by 13 publications
(12 citation statements)
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References 11 publications
(24 reference statements)
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“…The resonant frequencies for even-mode and odd-mode excitation can be determined from the impedance condition at Z IN = ∞ or the admittance condition Y IN = 0 [5], [6], [31]. Fig 6(b) shows the circuit model for the even-mode with the input impedance Z IN −RA1−even mode , which has an opencircuit transmission line.…”
Section: B Design Of Single-band Bpfmentioning
confidence: 99%
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“…The resonant frequencies for even-mode and odd-mode excitation can be determined from the impedance condition at Z IN = ∞ or the admittance condition Y IN = 0 [5], [6], [31]. Fig 6(b) shows the circuit model for the even-mode with the input impedance Z IN −RA1−even mode , which has an opencircuit transmission line.…”
Section: B Design Of Single-band Bpfmentioning
confidence: 99%
“…Fig 11(a), 11(b) and 11(c) show the equivalent circuit models for resonators B1 and C1 (R B1 and R C1 ), the even-mode resonator (R B1 and R C1 ), and the odd-mode resonator (R B1 and R C1 ), respectively. The even-mode and odd-mode resonant frequencies can be determined from the impedance condition Z IN = ∞ or the admittance condition Y IN = 0 [5], [6], [31].…”
Section: Design Of Multiband Bpfmentioning
confidence: 99%
“…The final step is design and simulate a vivaldi antenna to an array. Vivaldi antenna config-uration is obtained based on [13] and modified the vivaldi input to make distance of vivaldi input as sama as butler matrix. The optimized vivaldi can be seen in Figure 7 where the vivaldi dimension is 6.6 mm 9 mm.…”
Section: Fig 6 Geometry Of Phase Shifter After Optimizationmentioning
confidence: 99%
“…Butler matrix is one of the well-known beam forming which can be used in switched-beam smart antenna system [9]. It is plays an important role in the transmitter and receiver for 5G communication with some advantages such as easy implementation [12], simple, minimal cost [10], the loss involved is very small [8] [13]. This study was conducted on the basis of research [5][2] on the design of vivaldi antennas for 5G, which integrated with 4 4 butler matrix [6][11] at mmWave.…”
Section: Introductionmentioning
confidence: 99%
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