2019 IEEE International Symposium on Circuits and Systems (ISCAS) 2019
DOI: 10.1109/iscas.2019.8702306
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Noise Analysis of Multiplicative Distributed Amplifiers

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Cited by 6 publications
(10 citation statements)
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“…It may be seen from (4), that F can be reduced by making Z πb , larger. This would also increase the gain of the amplifier but the bandwidth would be reduced commensurately [30], [34]. A similar observation can be made for the FET-based SSDA, where F is derived as [32]…”
Section: Merit Of the Ssda And The M-ssda Formentioning
confidence: 80%
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“…It may be seen from (4), that F can be reduced by making Z πb , larger. This would also increase the gain of the amplifier but the bandwidth would be reduced commensurately [30], [34]. A similar observation can be made for the FET-based SSDA, where F is derived as [32]…”
Section: Merit Of the Ssda And The M-ssda Formentioning
confidence: 80%
“…2) Noise performance limitation of SSDAs: While the SSDA topology presents notable advantages in wideband performance and design simplicity, with higher gain available from its multiplicative derivatives, it has a poorer signalto-noise behaviour compared to multi-stage DAs. A notable merit of multi-stage DAs is that with each additional stage, the overall noise figure reduces in the amplifier passband, improving SNR at the output -a merit that the SSDA and its derivative amplifiers do not share [31]- [34]. However, the inherent flexibilities of the DA topology provide options for noise performance optimisation based on available trade-offs.…”
Section: Merit Of the Ssda And The M-ssda Formentioning
confidence: 99%
See 1 more Smart Citation
“…Further design trade-offs that allow for performance optimisation are available in the multiplicative DA. In [15], it is established that multiplicative DAs follow the noise scaling mechanism of cascaded systems, such that the overall noise factor of the amplifier is primarily established by the noise factor of the first gain stage. (The Friis' noise formula has been modified in [15], to describe the noise factor of multiplicative DAs.)…”
Section: Merit Of the Ssda And Multiplicative Da Formentioning
confidence: 99%
“…In [15], it is established that multiplicative DAs follow the noise scaling mechanism of cascaded systems, such that the overall noise factor of the amplifier is primarily established by the noise factor of the first gain stage. (The Friis' noise formula has been modified in [15], to describe the noise factor of multiplicative DAs.) A viable design approach is to to make the noise factor of the first stage of the multiplicative DA as low as possible at appreciable single stage gain.…”
Section: Merit Of the Ssda And Multiplicative Da Formentioning
confidence: 99%