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Robust Sensor Bias Estimation for Ill-Conditioned Scenarios 被引量:7

Robust Sensor Bias Estimation for Ill-Conditioned Scenarios
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摘要 Sensor bias estimation is an inherent problem in multi-sensor data fusion systems. Classical methods such as the Generalized Least Squares (GLS) method can have numerical problems with ill-conditioned sets which are common in practical applications. This paper describes an azimuth-GLS method that provides a solution to the ill-conditioning problem while maintaining reasonable accuracy com- pared with the classical GLS method. The mean square error is given for both methods as a criterion to de- termine when to use this azimuth-GLS method. Furthermore, the separation boundary between the azi- muth-GLS favorable region and that of the GLS method is explicitly plotted. Extensive simulations show that the azimuth-GLS approach is preferable in most scenarios. Sensor bias estimation is an inherent problem in multi-sensor data fusion systems. Classical methods such as the Generalized Least Squares (GLS) method can have numerical problems with ill-conditioned sets which are common in practical applications. This paper describes an azimuth-GLS method that provides a solution to the ill-conditioning problem while maintaining reasonable accuracy com- pared with the classical GLS method. The mean square error is given for both methods as a criterion to de- termine when to use this azimuth-GLS method. Furthermore, the separation boundary between the azi- muth-GLS favorable region and that of the GLS method is explicitly plotted. Extensive simulations show that the azimuth-GLS approach is preferable in most scenarios.
出处 《Tsinghua Science and Technology》 EI CAS 2012年第3期319-323,共5页 清华大学学报(自然科学版(英文版)
关键词 data fusion sensor bias estimation ILL-CONDITIONING data fusion sensor bias estimation ill-conditioning
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  • 1Han C Z, Zhu H Y, Duan Z S. Multi-Source information Fusion. Beijing, China. Tsinghua University Press, 2006. (in Chinese).
  • 2Burke J J. The sage real quality control fraction and its interface with buic ii/buic iii. Tech. Rep., Technical Report 308, MITRE Corp., 1996.
  • 3Leung H, Blanchette M, Harrison C. A least squares fusion of multiple radar data. In. Proceedings of Radar. Paris, France, 1994. 364-369.
  • 4Dana M R Registration. A prerequisite for multiple sensor tracking. In. Bar-Shalom Y, ed. Multitarget-Multisensor Tracking. Advanced Applications. Norwood, MA, USA. Artech House, 1990.
  • 5Li M, Sivananthan S, Sittler R. A new multi-sensor regis- tration. In. Proceedings of Radar. New York, USA, 2006. 24-27.
  • 6Lin X, Bar-Shalom Y, Kimbarajan T. Exact multisensory dynamic bias estimation with local tracks. IEEE Transac- tions on Aerospace and Electronic Systems, 2004, 40(2). 576-590.
  • 7Bar-Shalom Y, Li X R. Multitarget multi-sensor tracking. Principles and techniques. Storrs, CT, USA. University of Connecticut, 1995.
  • 8Aster R C, Thurber C H, Borchers B. Parameter Estimation and Inverse Problems. Massachusetts, USA. Academic Press, 2005.
  • 9Zhang X D. Matrix Analysis and Applications. Beijing, China. Tsinghua University Press, 2004. (in Chinese).
  • 10Gao Q, Wang Y, Du X J, et al. Ill-condition and registration of system error estimation in data fusion systems. Journal of Tsinghua University (Sci. & Technol.), 201 0, 4.591-594. (in Chinese).

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