2017
DOI: 10.1049/iet-map.2015.0703
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Sub‐optimal matching method for dual‐band class‐J power amplifier using real frequency technique

Abstract: A passive network possessing an input impedance which is positive real in nature poses difficulties with regard to obtaining an optimal impedance for power amplifiers (PAs) with two uncorrelated frequencies. In this context, this study presents a sub‐optimal dual‐band matching method via real frequency technique. Theoretical analysis is presented for voltage waveform with four independent variables and boundary conditions are given for not lower than zero region. To increase the possibility of acquiring a matc… Show more

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Cited by 27 publications
(14 citation statements)
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“…It is a ratio of maximum to minimum absolute coefficient value. It is mathematically expressed as Dispersion coefficient = max a mk min a mk (5) where a mk are the coefficients of the model. The precision level of coefficients in lower-bit fixed-point DSP is compromised, when the coefficients are much dispersed.…”
Section: Dpd Models For the Intra-band Camentioning
confidence: 99%
“…It is a ratio of maximum to minimum absolute coefficient value. It is mathematically expressed as Dispersion coefficient = max a mk min a mk (5) where a mk are the coefficients of the model. The precision level of coefficients in lower-bit fixed-point DSP is compromised, when the coefficients are much dispersed.…”
Section: Dpd Models For the Intra-band Camentioning
confidence: 99%
“…Using VectorAddition(g (1) = GeneralHurwitzPoly_g(h (1) ,f (1) )), we can obtain that g (1) = [0.5, 1484.07, 3795.63, 2449.89]. Lastly, the corrected (14) where the relative error Err for this step is 3.9464 × 10 −8 . In the next step, a shunt capacitor of…”
Section: Comparison Of Cauer Realization and Fcamentioning
confidence: 99%
“…As a compromise, a semi-analytical numerical technique, real frequency technique (RFT), was firstly proposed by Carlin and Yarman for the matching network design of antennas and PAs [8]- [10]. With this method, goal network can be automatically found with the aid of optimization algorithm and expressed using rational polynomial functions [11]- [14]. To complete the design of the matching network, the functions still need to be synthesized into practical elements.…”
Section: Introductionmentioning
confidence: 99%
“…Achieving broadband matching is therefore highly demanded. In addition, designing broadband or multiband matching networks are essential to perform harmonic tuning to achieve high‐efficiency power amplifiers . A simple and systematical way to synthesize matching networks that satisfy design needs over a broad frequency band is then of great need.…”
Section: Introductionmentioning
confidence: 99%
“…Moreover, it is able to provide sophisticated solutions in which the equalizer contains multiple poles (reactive elements). This makes it useful for high efficiency power amplifier designs, which requires sophisticated matching networks to achieve harmonic tuning or ultra‐wide band design . In this article, a generic, user‐friendly synthesis tool using MATLAB is created with the option of choosing different matching network topologies, which is suitable for industry use.…”
Section: Introductionmentioning
confidence: 99%