Fundamentals of Antenna Bandwidth and Quality Factor
Arthur D. Yaghjian

TL;DR
This paper develops new theoretical expressions and field-based quality factors for antennas, providing improved bounds on bandwidth and gain, and demonstrating how dispersive tuning can surpass traditional limits.
Contribution
It introduces robust, field-based antenna quality factors and new bounds on bandwidth and gain, advancing antenna theory and design methods.
Findings
Derived new expressions for input-impedance Qz(w) and field-based Q(w)
Established improved lower bounds on antenna quality factors for spherical modes
Showed dispersive tuning can surpass traditional Chu/CR bounds
Abstract
After a brief history of the development of quality factor, useful expressions are derived for the robust input-impedance Qz(w) quality factor that accurately determines the VSWR fractional bandwidth of antennas for isolated resonances and a small enough bandwidth power drop. For closely spaced multiple resonances/antiresonances, a definitive formula is given for the increase in fractional bandwidth enabled by Bode-Fano tuning. Methods are given for determining the conventional and complex-energy quality factors of antennas from RLC circuit models. New field-based quality factors Q(w) are derived for antennas with known fields produced by an input current. These Q(w) are remarkably robust because they equal Qz(w) when the input impedance is available. Like Qz(w), the field-based Q(w) is independent of the choice of origin of the antenna fields and is impervious to extra lengths of…
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Taxonomy
TopicsAntenna Design and Optimization · Antenna Design and Analysis · Wireless Communication Networks Research
