1991
DOI: 10.1109/4.75064
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Second-order sigma-delta modulation for digital-audio signal acquisition

Abstract: Oversampled analog-to-digital converters based on second-order sigma-delta (XA) modulation are attractive for VLSI implementation because they are especially tolerant of circuit nonidealities and component mismatch. These converters exploit the low parasitic capacitances and small feature sizes characteristic of scaled VLSI technologies by trading speed for resolution. This paper compares the second-order XA modulator to several alternative modulator architectures in the context of digital-audio signal acquisi… Show more

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Cited by 76 publications
(17 citation statements)
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“…The power consumed by the operational amplifier in the first integrator stage of a practical oversampled A/D converter is usually considerably greater than that predicted by (6). This is a consequence of the impact of various nonidealities, such as amplifier noise and the presence of higher order poles, that were not considered in the above analysis.…”
Section: B Performance Tradeoffs In First Integratormentioning
confidence: 89%
See 1 more Smart Citation
“…The power consumed by the operational amplifier in the first integrator stage of a practical oversampled A/D converter is usually considerably greater than that predicted by (6). This is a consequence of the impact of various nonidealities, such as amplifier noise and the presence of higher order poles, that were not considered in the above analysis.…”
Section: B Performance Tradeoffs In First Integratormentioning
confidence: 89%
“…If the oversampling ratio is chosen such that technology limitations do not dictate an increase in power dissipation, then expression (3) for the power dissipation in the first integrator, assuming double sampling, can further be simplified to (6) To obtain this equation, it was assumed that the modulator's dynamic range (DR) is limited by noise in the first integrator and that the inband noise power introduced by the first integrator stage is given by (7) where is the oversampling ratio. The dynamic range is defined as the ratio of the power in a full-scale sinusoid to the inband noise power, given by (7).…”
Section: B Performance Tradeoffs In First Integratormentioning
confidence: 99%
“…Previous studies [3][4][5] have showed that a second-order modulator is a suitable architecture for converting low-frequency signals to the digital domain. The second-order architecture is preferred to the simpler first-order one because it is less sensitive to the correlation between the input and the quantization noise, which reduces the presence of pattern dependent noise for certain dc input signals [6].…”
Section: Analog Sectionmentioning
confidence: 99%
“…A 2nd-order R-D modulator, with two integrators, one mechanical and one electrical, not only provides a digital output, but also relaxes the accuracy requirements on the analog circuits. In micromechanical accelerometers, since the mechanical bandwidth is usually quite small (\2 kHz), sigma-delta conversion can effectively reduce noise and improve overall performance [7][8][9][10][11].…”
Section: Introductionmentioning
confidence: 99%