2016 IEEE Statistical Signal Processing Workshop (SSP) 2016
DOI: 10.1109/ssp.2016.7551836
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Accelerometer calibration using sensor fusion with a gyroscope

Abstract: In this paper, a calibration method for a triaxial accelerometer using a triaxial gyroscope is presented. The method uses a sensor fusion approach, combining the information from the accelerometers and gyroscopes to find an optimal calibration using Maximum likelihood. The method has been tested by using real sensors in smartphones to perform orientation estimation and verified through Monte Carlo simulations. In both cases, the method is shown to provide a proper calibration, reducing the effect of sensor err… Show more

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Cited by 20 publications
(14 citation statements)
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“…Filter type Assumption / limitation [15] Gravity and magnetic north Simple algorithm to reduce computational complexity at the cost of low accuracy [16] Opportunistic replacement Require nearby magnetic field to be stable; require frequent pause to reset the system with gravity [21] KF Require velocity readings as input [26,27] KF Rely on stable magnetic field or other sensors to get inclination angles [28] KF, gradient descent Require stable nearby magnetic field; assume initial orientation is known [29] KF Need redundant IMU sensors [30,31] KF Require stable nearby magnetic field; devices are stationary or in low acceleration consitions [32] KF Rotational motion of devices is slow [33] KF Estimate heading direction rather than 3D orientation [11,34] KF [34] , CF [11] Require stable nearby magnetic field [35] EKF Assume gyroscope's bias is constant; require stable nearby magnetic field [36,37] EKF Assume the device is stationary [38] EKF Need stationary condition to do initialization; require stable nearby magnetic field [39] UKF Require devices to be stationary or move slowly [40] UKF Require GPS as reference [41][42][43][44][45][46] EKF [41][42][43]46] , UKF [44] , CF [45,46] Require magnetic measurement to be accurate and the device to move slowly so that the gravity can be extracted [47,48] CF [47] , gradient descent [48] Requir...…”
Section: Related Workmentioning
confidence: 99%
“…Filter type Assumption / limitation [15] Gravity and magnetic north Simple algorithm to reduce computational complexity at the cost of low accuracy [16] Opportunistic replacement Require nearby magnetic field to be stable; require frequent pause to reset the system with gravity [21] KF Require velocity readings as input [26,27] KF Rely on stable magnetic field or other sensors to get inclination angles [28] KF, gradient descent Require stable nearby magnetic field; assume initial orientation is known [29] KF Need redundant IMU sensors [30,31] KF Require stable nearby magnetic field; devices are stationary or in low acceleration consitions [32] KF Rotational motion of devices is slow [33] KF Estimate heading direction rather than 3D orientation [11,34] KF [34] , CF [11] Require stable nearby magnetic field [35] EKF Assume gyroscope's bias is constant; require stable nearby magnetic field [36,37] EKF Assume the device is stationary [38] EKF Need stationary condition to do initialization; require stable nearby magnetic field [39] UKF Require devices to be stationary or move slowly [40] UKF Require GPS as reference [41][42][43][44][45][46] EKF [41][42][43]46] , UKF [44] , CF [45,46] Require magnetic measurement to be accurate and the device to move slowly so that the gravity can be extracted [47,48] CF [47] , gradient descent [48] Requir...…”
Section: Related Workmentioning
confidence: 99%
“…Few authors suggest methods where a 3-axis sensor can be calibrated using another sensor or orientation estimation obtained from a previously calibrated reference MIMU [29].For example [30]suggest a rate gyro calibration using magnetometer and [31] proposes accelerometer calibration using rate gyro. Similarly [32] performs a gyroscope aided magnetometer calibration.…”
Section: Calibration Using Reference Sensormentioning
confidence: 99%
“…If the effect from these types of errors are non-negligible, it is advised to perform a more sophisticated pre-calibration of the sensors to compensate for these errors. Methods for in-field pre-calibration of such errors exist; see, e.g., [30][31][32][33].…”
Section: Inertial Measurement Modelsmentioning
confidence: 99%