2002
DOI: 10.1109/4.974541
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A wideband CMOS sigma-delta modulator with incremental data weighted averaging

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Cited by 76 publications
(11 citation statements)
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“…Fig.6 shows the output spectra for the proposed TI modulator with the modified NTF and the TI modulator with conventional NTF, without and with 0.1% channel mismatches. Here, the modified NTF is equation (6) and the conventional NTF is equation (5). Results show that the resolutions of both modulators are approximately equivalent without channel mismatches, but the SNDR degradation of the proposed TI modulator is only around 1.5dB and that of the TI modulator with conventional NTF is 9.3 dB, with 0.1% channel mismatches.…”
Section: Simulation Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…Fig.6 shows the output spectra for the proposed TI modulator with the modified NTF and the TI modulator with conventional NTF, without and with 0.1% channel mismatches. Here, the modified NTF is equation (6) and the conventional NTF is equation (5). Results show that the resolutions of both modulators are approximately equivalent without channel mismatches, but the SNDR degradation of the proposed TI modulator is only around 1.5dB and that of the TI modulator with conventional NTF is 9.3 dB, with 0.1% channel mismatches.…”
Section: Simulation Resultsmentioning
confidence: 99%
“…Recently, broadband and wideband applications require larger bandwidth for the ADCs, which create limitations when using sigma delta modulators (SDMs) [1][2][3]. In order to enlarge the bandwidth of the SDMs, the sampling clock frequency should increase even though high-order or multibit topologies are used [4,5]. However, the maximum sampling frequency of CMOS switched-capacitor (SC) circuit is limited by technology.…”
Section: Introductionmentioning
confidence: 99%
“…A 5-bit capacitor DAC is used for the 1st integrator as shown in Fig. 2, the mismatches among the unit elements in a multibit DAC cause the harmonic distortion in the signal band, the data-weighted-averaging (DWA) logic circuit [11] is applied to the ΔΣAD modulator to reduce the influence of DAC nonlinearity errors. To illustrate the effect of the DWA logic circuit, the Monte Carlo analysis comparison with the proposed modulator is performed by MATLAB in 2 cases: (a) 4-bit DAC with ≤ 1% unit-capacitance random mismatches while DWA at ON mode; (b) 4-bit DAC with ≤ 1% unitcapacitance random mismatches while DWA at OFF mode.…”
Section: Multi-bit Dac and Dwa Logic Circuitmentioning
confidence: 99%
“…2 (a) is used for the 1st integrator. While the capacitor mismatches among the unit elements in a multi-bit DAC cause the harmonic distortion in the signal band, the DWA logic circuit [11] is applied to reduce the influence of DAC nonlinearity errors. Although the noise caused by the capacitor mismatch of DAC2 is injected into the ΔΣAD modulator from the input of the 2nd integrator, the non-linear noise is 1st-order shaped by the 1st integrator.…”
Section: Introductionmentioning
confidence: 99%
“…The imperfection of the analog components (primarily the finite op-amp gain) prevents the complete cancellation and under finite op-amp gain conditions a leakage of uncancelled 1 bit quantization noise occurs [10]. However this noise is the subject to a first order high pass filtering and thus reduced in the baseband.…”
Section: Proposed Dual Quantizer Low Distortion Sdmmentioning
confidence: 99%