Sensor Error Correction Based on Least Squares

Triaxial fluxgate sensors are widely used in military and civilian fields, but their measurement accuracy is affected by inherent errors such as triaxial non-orthogonality, bias, and inconsistent scale factors. To improve accuracy, this study first analyzes the error mechanism and establishes an error model. The least squares method is utilized to accurately estimate the error parameters, thereby enabling the correction of magnetic measurement data. Simulation results show that this algorithm can effectively estimate error parameters and significantly improve the measurement accuracy of both magnetic field components and the total field magnitude. Further experiments with actual magnetic field measurements validate the algorithm's effectiveness: after applying the algorithm to estimate sensor error parameters and correct the measured data, measurement errors are effectively suppressed, leading to a significant enhancement in the sensor's measurement accuracy.

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Publication Details

Journal
Mathematical Modeling and Algorithm Application
Published
2025-08-20
DOI
https://doi.org/10.54097/2pbkq163
Primary Topic
Fault Detection and Control Systems
Type
article
Field-Weighted Citation Impact
0.00

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article

Sensor Error Correction Based on Least Squares

Simin Long, S. P. Wen
Mathematical Modeling and Algorithm Application
Fault Detection and Control Systems
article

Sensor Error Correction Based on Least Squares

Simin Long, S. P. Wen
article en

Abstract

Triaxial fluxgate sensors are widely used in military and civilian fields, but their measurement accuracy is affected by inherent errors such as triaxial non-orthogonality, bias, and inconsistent scale factors. To improve accuracy, this study first analyzes the error mechanism and establishes an error model. The least squares method is utilized to accurately estimate the error parameters, thereby enabling the correction of magnetic measurement data. Simulation results show that this algorithm can effectively estimate error parameters and significantly improve the measurement accuracy of both magnetic field components and the total field magnitude. Further experiments with actual magnetic field measurements validate the algorithm's effectiveness: after applying the algorithm to estimate sensor error parameters and correct the measured data, measurement errors are effectively suppressed, leading to a significant enhancement in the sensor's measurement accuracy.

Mathematical Modeling and Algorithm ApplicationVol. 5(3)
Southwest Minzu University (CN)
Southwest Minzu University
Openalex Percentile: Top 74%
Fault Detection and Control Systems
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