2021
DOI: 10.1109/jssc.2020.3005817
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A 0-dB STF-Peaking 85-MHz BW 74.4-dB SNDR CT ΔΣ ADC With Unary-Approximating DAC Calibration in 28-nm CMOS

Abstract: This article presents a continuous-time (CT) analog-to-digital converter for wireless communication systems with a high tolerance against blockers. The zero-cancellation technique is introduced to eliminate the peaking in the signal transfer function (STF) to achieve better out-of-band-blocker immunity. An on-chip unary-approximating calibration is implemented to calibrate the mismatch of the outer current-steering digital-to-analog converter. A discrete-time (DT) second-order noise-shaping (NS) 2b/cycle async… Show more

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Cited by 14 publications
(2 citation statements)
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“…Therefore, the front-end ADC must deal with out-of-band power, which supposes, firstly, possible saturation of the ADC and, secondly, aliasing of the blockers within the band of interest. Continuous-time Σ∆ modulators are robust against this phenomenon due to their inherent anti-aliasing filtering and the possibility of designing appropriate signal-transfer-functions to remove blockers [109]. Nevertheless, analog integrators and quantizers are needed, so the digital nature we are seeking is partially hidden.…”
Section: Nyquist Vco-based Adc With Programmable Pulse Shaping Filter...mentioning
confidence: 99%
See 1 more Smart Citation
“…Therefore, the front-end ADC must deal with out-of-band power, which supposes, firstly, possible saturation of the ADC and, secondly, aliasing of the blockers within the band of interest. Continuous-time Σ∆ modulators are robust against this phenomenon due to their inherent anti-aliasing filtering and the possibility of designing appropriate signal-transfer-functions to remove blockers [109]. Nevertheless, analog integrators and quantizers are needed, so the digital nature we are seeking is partially hidden.…”
Section: Nyquist Vco-based Adc With Programmable Pulse Shaping Filter...mentioning
confidence: 99%
“…As an application example, we are supposing that we have to deal with three out-of-band components at f 1 = 60 MHz, f 2 = 70 MHz and f 3 = 90 MHz (e.g. LTE-A standard [109]) for an application bandwidth of 60 MHz. The required pulse shaping filter h(t) to remove those blockers may result from the convolution of three square pulses (first-order sinc functions) of width T 1 = 1/f 1 , T 2 = 1/f 2 , and T 3 = 1/f 3 , respectively.…”
Section: Practical Applicationmentioning
confidence: 99%