2022
DOI: 10.1109/tcsi.2021.3131968
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Flicker Phase-Noise Reduction Using Gate–Drain Phase Shift in Transformer-Based Oscillators

Abstract: This article presents a wide-band suppression technique of flicker phase noise (PN) by means of a gate-drain phase shift in a transformer-based complementary oscillator. We identify that after naturally canceling its second-harmonic voltage by the complementary operation itself, third-harmonic current entering the capacitive path is now the main cause of asymmetry in the rising and falling edges, leading to the 1/ f noise upconversion. A complete 1/ f 3 PN analysis for the transformer-based complementary oscil… Show more

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Cited by 6 publications
(7 citation statements)
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“…Furthermore, we observe a correlation between the reduction in flicker PN (i.e., PN at 10 kHz) and negative φ GD . This differs from the situation in [72] and [64] where X is set to <0.4 so as to introduce positive φ GD for the flicker PN suppression. To further quantitatively study the flicker PN in QOSCs, we use a periodic transfer function (PXF)-based flicker PN theory framework introduced in [54], [55], [73], and [74].…”
Section: A Flicker Noise Upconversion In ω L and ω H Modesmentioning
confidence: 98%
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“…Furthermore, we observe a correlation between the reduction in flicker PN (i.e., PN at 10 kHz) and negative φ GD . This differs from the situation in [72] and [64] where X is set to <0.4 so as to introduce positive φ GD for the flicker PN suppression. To further quantitatively study the flicker PN in QOSCs, we use a periodic transfer function (PXF)-based flicker PN theory framework introduced in [54], [55], [73], and [74].…”
Section: A Flicker Noise Upconversion In ω L and ω H Modesmentioning
confidence: 98%
“…( As we demonstrate in [64], φ GD can be controlled by the gate-drain capacitance ratio X as follows:…”
Section: B Resolving Mode Ambiguity In the Proposed Qdcomentioning
confidence: 99%
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“…For advanced CMOS oscillators [35]- [40] with flicker PN suppressing techniques [41]- [47], substituting L osc = 10 −140/10 rad 2 /Hz (i.e., −140 dBc/Hz) at f = 10 MHz and f osc = 10 GHz into (9) yields σ T,osc = 1 fs.…”
Section: Downsampling Of Oscillator-rate Timestampsmentioning
confidence: 99%