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Building a robust integrity monitoring algorithm for a low cost GPS-aided-INS system

机译:为低成本GPS辅助INS系统构建强大的完整性监控算法

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In this paper, the integrity of low cost GPS/INS systems is investigated to ensure the ability to obtain continuous high-integrity, high-accuracy vehicle state estimate under low-computational system requirement. The utilization of two fault detection and identification (FDI) techniques, the χ2 (or sometimes referred to as chi-squared) gating function and the multiple model adaptive estimation (MMAE), is proposed to monitor the integrity of GPS measurements. A fault in GPS measurements is modeled with an increase in GPS measurements noise covariance matrix which may result from mistuning of filter’s noise parameters, interference, jamming, or multipath errors. These types of faults are covered by this work and are assumed to last for unconstrained period of time. ξ2 FDI systems are computationally very inexpensive, have good fault detection ability and require no a priori knowledge on system dynamics. However, they are sensitive to filter tuning and fail to detect faults when the filter converges to them rather than rejecting them. Model-based approaches provide outstanding FDI ability. However, they are computationally demanding, require a priori knowledge on system model, sensitive to mismodeling errors, have finite convergence time, and compromise filter optimality under no-failure conditions. The proposed fusion algorithm guarantees integrity and does not affect filter’s optimality under no-failure conditions. Simulated and experimental tests were conducted to verify the accuracy of the proposed techniques. Results are presented at the end of the paper to highlight the performance characteristics of the proposed FDI system implementation.
机译:本文研究了低成本GPS / INS系统的完整性,以确保在低计算系统要求下能够获得连续的高完整性,高精度车辆状态估计的能力。提出了利用两种故障检测与识别(FDI)技术,即χ 2 (有时也称为卡方)选通函数和多模型自适应估计(MMAE)来监测故障的能力。 GPS测量的完整性。 GPS测量中的错误是通过GPS测量噪声协方差矩阵的增加来建模的,这可能是由于滤波器的噪声参数不正确,干扰,干扰或多径误差引起的。这些类型的故障已包含在本工作中,并假定持续了无限制的时间。 ξ 2 FDI系统在计算上非常便宜,具有良好的故障检测能力,并且不需要系统动力学方面的先验知识。但是,它们对滤波器调整很敏感,并且当滤波器收敛到故障而不是拒绝故障时,无法检测到故障。基于模型的方法提供了出色的FDI能力。但是,它们对计算的要求很高,需要系统模型的先验知识,对错误建模的错误敏感,收敛时间有限,并且在无故障条件下会损害滤波器的最优性。提出的融合算法可确保完整性,并且在无故障条件下不会影响滤波器的最优性。进行了模拟和实验测试,以验证所提出技术的准确性。结果在本文末尾给出,以突出建议的FDI系统实施的性能特征。

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