A novel self-coupled dual-mode ring resonator and its applications to bandpass filters

A novel dual-mode ring resonator with self-coupled segments, called a self-coupled ring resonator, is proposed. The self-coupling between ring segments provides the same mode perturbation effect as the conventional methods of adding stub, cutting notch, or varying line impedance on the ring resonato...

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Veröffentlicht in:IEEE transactions on microwave theory and techniques 2006-05, Vol.54 (5), p.2146-2152
Hauptverfasser: Yng-Huey Jeng, Chang, S.-F.R., Yi-Ming Chen, Yu-Jen Huang
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Chang, S.-F.R.
Yi-Ming Chen
Yu-Jen Huang
description A novel dual-mode ring resonator with self-coupled segments, called a self-coupled ring resonator, is proposed. The self-coupling between ring segments provides the same mode perturbation effect as the conventional methods of adding stub, cutting notch, or varying line impedance on the ring resonator. The mode perturbation and transmission-zero generation due to the self-coupling effect are analyzed with the even-odd mode theory. The self-coupled ring resonator can have the capacitive or inductive perturbation simply by controlling the impedance ratio and coupling coefficients of self-coupled sections. For both perturbation cases, the transmission zeros exist at even multiples of the passband center frequency, resulting in wide stopband range. Also, only for the capacitive perturbation case, two transmission zeros are found on both sides of the passband, which brings a pseudo-elliptic bandpass response. In comparison with the regular uniform ring resonator, the self-coupled ring resonator takes shorter ring length, giving the compact size feature when applied to a bandpass filter design. A 2.45-GHz low-temperature co-fired ceramic bandpass filter based on the self-coupled ring resonator was designed to verify the proposed theory.
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The self-coupling between ring segments provides the same mode perturbation effect as the conventional methods of adding stub, cutting notch, or varying line impedance on the ring resonator. The mode perturbation and transmission-zero generation due to the self-coupling effect are analyzed with the even-odd mode theory. The self-coupled ring resonator can have the capacitive or inductive perturbation simply by controlling the impedance ratio and coupling coefficients of self-coupled sections. For both perturbation cases, the transmission zeros exist at even multiples of the passband center frequency, resulting in wide stopband range. Also, only for the capacitive perturbation case, two transmission zeros are found on both sides of the passband, which brings a pseudo-elliptic bandpass response. In comparison with the regular uniform ring resonator, the self-coupled ring resonator takes shorter ring length, giving the compact size feature when applied to a bandpass filter design. 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1557-9670
language eng
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source IEEE
subjects Applied sciences
Band pass filters
Bandpass filter
Bandpass filters
Ceramics
Circuit properties
Coupling circuits
Cutting
dual mode
Electric, optical and optoelectronic circuits
Electronic circuits
Electronics
even-odd mode
Exact sciences and technology
Filtering theory
Frequency filters
Impedance
Microwaves
Optical ring resonators
Oscillators, resonators, synthetizers
Passband
perturbation
Perturbation methods
Resonance
Resonant frequency
Resonator filters
Resonators
Segments
self-coupled
title A novel self-coupled dual-mode ring resonator and its applications to bandpass filters
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