2024
DOI: 10.1109/jmems.2024.3354235
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A Review on MEMS Silicon Resonant Accelerometers

Zhao Zhang,
Hemin Zhang,
Yongcun Hao
et al.
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Cited by 9 publications
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“…Arising from modal response, this 'noise' will have a spatial correlation because of mode shapes, hence calling for a correlated noise modelling in (3-3). Furthermore, different channels in the measurement system (e.g., different resonators in a silicon resonant accelerometer) may interfere with each other (Messina, Njuguna and Palas, 2017;Zhang et al, 2024), which can also be a source of noise correlation among channels. Note that 'correlation' is used in a general context for its intuitive meaning, as strictly speaking it is the 'coherence' (in the frequency domain) that is introduced in Model 2, rather than the correlation (in the time domain).…”
Section: General Prediction Error Modelsmentioning
confidence: 99%
“…Arising from modal response, this 'noise' will have a spatial correlation because of mode shapes, hence calling for a correlated noise modelling in (3-3). Furthermore, different channels in the measurement system (e.g., different resonators in a silicon resonant accelerometer) may interfere with each other (Messina, Njuguna and Palas, 2017;Zhang et al, 2024), which can also be a source of noise correlation among channels. Note that 'correlation' is used in a general context for its intuitive meaning, as strictly speaking it is the 'coherence' (in the frequency domain) that is introduced in Model 2, rather than the correlation (in the time domain).…”
Section: General Prediction Error Modelsmentioning
confidence: 99%