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롤피치 제한 조건에 강인한 가중 최소자승법 기반 마그네토미터 캘리브레이션 기법

Weighted Least Square-Based Magnetometer Calibration Method Robust in Roll-Pitch Limited Conditions

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초록

Magnetometer calibration must be performed before the use of three-axis magnetometers to ensure the accuracy of orientation esti- mation. Recently, one of the most popular calibration approaches is the ellipsoid fitting technique due to its high performance in cal-ibration. To date, in fact, performances of the existing ellipsoid fitting methods have been evaluated with full range rotation data. However, in case of the calibration of magnetometers attached to vehicles, ships, and planes, it is very difficult to collect the full rangerotation data since their allowable ranges in terms of roll and pitch are limited to small. This constraint may result in serious performancedegradation of some ellipsoid fitting algorithms. Therefore, to be practical, this paper proposes a weighted least square-based mag-netometer calibration method that is robust in roll-pitch limited conditions. Furthermore, the proposed method is a linear approach andthus is free from the well-known initial value issue in nonlinear approaches. Experimental results show the superiority of the proposed method to other ellipsoid-fitting calibration methods.

Abstract

Magnetometer calibration must be performed before the use of three-axis magnetometers to ensure the accuracy of orientation esti- mation. Recently, one of the most popular calibration approaches is the ellipsoid fitting technique due to its high performance in cal-ibration. To date, in fact, performances of the existing ellipsoid fitting methods have been evaluated with full range rotation data. However, in case of the calibration of magnetometers attached to vehicles, ships, and planes, it is very difficult to collect the full rangerotation data since their allowable ranges in terms of roll and pitch are limited to small. This constraint may result in serious performancedegradation of some ellipsoid fitting algorithms. Therefore, to be practical, this paper proposes a weighted least square-based mag-netometer calibration method that is robust in roll-pitch limited conditions. Furthermore, the proposed method is a linear approach andthus is free from the well-known initial value issue in nonlinear approaches. Experimental results show the superiority of the proposed method to other ellipsoid-fitting calibration methods.

참고문헌 (14)

  1. Y. J. Ryoo, "Estimation of vehicle position and orientation on magnetic lane using 3-axis magnetic sensor", J. Sensor. Sci. & Tech., 9(5), pp.373~379 (2000)
  2. 김은주, "Position Recognition System for Autonomous Vehicle Using the Symmetric Magnetic Field", 센서학회지, 22(2), pp.111~117 (2013), 한국센서학회[DOI]
  3. R. Costanzi, "An attitude estimation algorithm for mobile robots under unknown magnetic disturbances", IEEE ASME Trans. Mechatron, 21(4), pp.6288~6297 (2016)
  4. A. J. Homich, "Minimizing human tracking error for robotic rehabilitation device", J. Med. Device, 9(4), pp.1~7 (2015)
  5. 박영식, "융합된 다중 센서와 EKF 기반의 무인잠수정의 항법시스템 설계", 제어.로봇.시스템학회 논문지, 22(7), pp.562~569 (2016), 제어·로봇·시스템학회[DOI]
  6. D. Gemoz-Egziabher, "Calibration of strapdown magnetometers in the magnetic field domain", J. Aerosp. Eng, 19(2), pp.87~102 (2006)
  7. S. A. H. Tabatabaei, "Complete triaxis magnetometer calibration in the magnetic domain", J. Sens, 2010 (2010)
  8. 황정문, "타원체를 이용한 3축 센서의 실시간 보정 알고리듬 개발", 한국정밀공학회지, 32(7), pp.643~651 (2015), 한국정밀공학회[DOI]
  9. H. Pang, "Integrated calibration and magnetic disturbance compensation of three-axis magnetometers", Measurement(Lond), 93(1), pp.1600~1606 (2016)
  10. C. C. Foster, "Extension of a two-step calibration methodology to include nonorthogonal sensor axes", IEEE Trans. Aerosp. Electron. Syst, 44(3), pp.1070~1078 (2008)
  11. M. Kok, "Magnetometer calibration using inertial sensors", IEEE Sens. J, 16(14), pp.5679~5689 (2016)
  12. J. Vasconcelos, "Geometric approach to strapdown magnetometer calibration in sensor frame", IEEE Trans. Aerosp. Electron. Syst., 47(2), pp.1293~1306 (2011)
  13. P. L. Rosin, "A note on the least square fitting of ellipses", Pattern Recognition Letters, 14(10), pp.799~808 (1993)
  14. J. K. Lee, "Minimum-order Kalman filter with vector selector for accurate estimation of human body orientation", IEEE Trans. Robot, 25(5), pp.1196~1201 (2009)

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