1997
DOI: 10.1109/19.650794
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A microcontroller-based self-calibration technique for a smart capacitive angular-position sensor

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Cited by 39 publications
(21 citation statements)
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“…For the multiplicative and offset calibrations of the inaccuracy caused by geometrical errors and pattern error of electrodes, only two simple linear fit formulas and seven correction data are required. Experimental results show that this selfcalibration is relatively effective in reducing the inaccuracy caused by the geometrical errors and pattern errors of the sensor [76].…”
Section: Calibration Of the Sensormentioning
confidence: 87%
“…For the multiplicative and offset calibrations of the inaccuracy caused by geometrical errors and pattern error of electrodes, only two simple linear fit formulas and seven correction data are required. Experimental results show that this selfcalibration is relatively effective in reducing the inaccuracy caused by the geometrical errors and pattern errors of the sensor [76].…”
Section: Calibration Of the Sensormentioning
confidence: 87%
“…The opposite case happens when the rotor approaches to the common electrode. The equivalent capacitance is given now by (9) which can be arranged as (10) Equation (10) can also be obtained by considering a conductor as a dielectric material with infinite and substituting it in (5). The maximum value ( 1) is now higher than that obtained in the dielectric case, so there is a higher sensitivity to the rotor movement.…”
Section: B Circuit Model Of the Sensormentioning
confidence: 99%
“…For microsystems, the built-in digital signal-processing capabilities can be used to eliminate complex calibration circuitry and achieve as much as two orders of magnitude of error reduction over circuit techniques and laser trims, which have difficulty following nonlinearities [49]- [51]. Look-up tables and polynomial evaluation are the two most common methods [52] for digital compensation, although a combined piece-wise polynomial approach has also been demonstrated [53]. Look-up-table algorithms [54] offer good accuracy but are very demanding on system memory.…”
Section: Software Featuresmentioning
confidence: 99%