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首页> 外文期刊>IEEE sensors journal >A Calibration Method for the Misalignment Error Between Inertial Navigation System and Tri-Axial Magnetometer in Three-Component Magnetic Measurement System
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A Calibration Method for the Misalignment Error Between Inertial Navigation System and Tri-Axial Magnetometer in Three-Component Magnetic Measurement System

机译:三组件磁力测量系统中惯性导航系统与三轴磁力计中未对准误差的校准方法

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摘要

In order to calibrate the misalignment error between inertial navigation system and tri-axial magnetometer in the three-component magnetic measurement system, a novel calibration method is proposed in the paper. Considering that the magnetometer error is inevitable, the calibration of which is the prerequisite to misalignment error calibration. Therefore, the calibration models of magnetometer error and misalignment error are established firstly, based on which, the objective function is constructed to calibrate the misalignment error. The magnetometer error calibration is based on the principle that the norm of the magnetic survey data keeps constant during the process of solving the objective function. Hence, the objective function solving problem is considered as the equality constrained nonlinear optimization problem, that is, the MATLAB's FMINCOM function is used to solve the objective function. The feasibility and validity of the proposed method were verified by simulation and field experiment, the results of which indicate high accuracy in misalignment error calibration. In the field experiment, the range of x, y, z components are decreased to 1.34%, 1.75% and 1.77% while the absolute errors are reduced to 2.13%, 2.11% and 3.47% respectively after calibration. Method comparisons indicate that the proposed method is superior to traditional methods, which can guarantee the accuracy for three-component magnetic measurement.
机译:为了校准惯性导航系统和三轴磁力计之间的错位误差,在三组件磁测量系统中,提出了一种新的校准方法。考虑到磁力计误差是不可避免的,校准是未对准误差校准的先决条件。因此,首先建立磁力计误差和未对准误差的校准模型,基于该校准模型,基于该校准误差,构建目标函数以校准未对准误差。磁力计误差校准基于原理的原理,即磁性调查数据的规范在解决目标函数过程中保持恒定。因此,客观函数解决问题被认为是平等约束的非线性优化问题,即MATLAB的FMINCOM功能用于解决目标函数。通过模拟和现场实验验证了所提出的方法的可行性和有效性,结果表明了不对误差校准中的高精度。在现场实验中,X,Y,Z组分的范围降至1.34%,1.75%和1.77%,而校准后绝对误差分别降至2.13%,2.11%和3.47%。方法比较表明,该方法优于传统方法,可以保证三组分磁测量的准确性。

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