2007
DOI: 10.1109/tim.2007.904477
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Higher Order Noise-Shaping Filters for High-Performance Micromachined Accelerometers

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Cited by 62 publications
(41 citation statements)
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“…The measured PSD of the closed-loop fifth-order AEÁ micromachined accelerometer is illustrated in Fig. 6 by performing the accelerometer with a simple mass-spring system, and the slope of the quantization noise is −100 dB/dec, which indicates fifth-order noise shaping ability [8]. It indicates that the noise level is lower than 400 ng/ p Hz and the average noise equivalent acceleration density is 200 ng/ p Hz over a bandwidth of 600 Hz.…”
Section: Measurement Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…The measured PSD of the closed-loop fifth-order AEÁ micromachined accelerometer is illustrated in Fig. 6 by performing the accelerometer with a simple mass-spring system, and the slope of the quantization noise is −100 dB/dec, which indicates fifth-order noise shaping ability [8]. It indicates that the noise level is lower than 400 ng/ p Hz and the average noise equivalent acceleration density is 200 ng/ p Hz over a bandwidth of 600 Hz.…”
Section: Measurement Resultsmentioning
confidence: 99%
“…The element sensor parameters depend on Ref. [7], and the interface parameters are decided by calculation and Matlab simulation [8].…”
Section: Sensing Element and Systemmentioning
confidence: 99%
“…2 presents the interface circuit diagram of micromechanical AEÁ accelerometer in detail which consists of charge sensitization, correlated-double-sampling (CDS) and hold circuit, lead compensator, AEÁ modulator, 3-bit quantizer, 3 bits-DAC and linearization circuit. CDS is accomplished to eliminate feed through and lead compensator is used to ensure the stability of overall system [8]. Electrostatic feedback and charge sensitization are accomplished in different phases in one cycle, which greatly eliminates feed through between feedback signal and pick-up charge signal.…”
Section: Proposed Architecturementioning
confidence: 99%
“…The stability of high-order system is an important problem for both AEÁ A/D converters and accelerometers, and there is no precise analytic approach to ascertain the stability of a modulator without resorting to simulation [9]. Stability is difficult to achieve for a high-order AEÁ electromechanical modulator due to the increased number of poles in the loop filter [7].…”
Section: Stabilitymentioning
confidence: 99%