Nonlinear Dynamic RF System Characterization: Envelope Intermodulation Distortion Profiles-A Noise Power Ratio-Based Approach

As radio frequency (RF) applications occupy larger bandwidths, nonlinear dynamics become nonnegligible. This work presents a theoretical framework capable of quantifying the impacts of nonlinear dynamic effects on RF systems through the observation of intermodulation distortion (IMD) profiles produc...

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Veröffentlicht in:IEEE transactions on microwave theory and techniques 2021-09, Vol.69 (9), p.4256-4271
Hauptverfasser: Figueiredo, Ricardo, Carvalho, Nuno Borges, Piacibello, Anna, Camarchia, Vittorio
Format: Artikel
Sprache:eng
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Zusammenfassung:As radio frequency (RF) applications occupy larger bandwidths, nonlinear dynamics become nonnegligible. This work presents a theoretical framework capable of quantifying the impacts of nonlinear dynamic effects on RF systems through the observation of intermodulation distortion (IMD) profiles produced under multitone excitation. This framework defines static reference profiles and quantifies inband nonlinear dynamic effects as the error between the measured and reference profiles. This analysis demonstrates that classic linearity metrics, such as noise power ratio (NPR), adjacent-channel power ratio, and cochannel power ratio, do not have sufficient frequency resolution to reliably evaluate the impacts of nonlinear dynamics manifested in the IMD profiles produced by broadband RF systems. These observations result in a list of general characterization guidelines to overcome the limitations of classical linearity metrics in the assessment of nonlinear dynamics and the proposal and experimental validation of a novel method, swept-tone NPR, for the characterization of IMD profiles affected by nonlinear dynamic effects. Beyond this, the classic nonlinear dynamic mechanism, responsible for IMD asymmetry, is analyzed under multitone excitation at the system level for the first time, and the limitations of mechanism-based IMD analysis in the presence of nonlinear dynamic effects are evidenced with theoretical examples.
ISSN:0018-9480
1557-9670
DOI:10.1109/TMTT.2021.3092398