基于速度分类的LSTM神经网络辅助GNSS/SINS车载定位方法

LSTM Neural Network Assisted GNSS/SINS Vehicle Positioning Based on Speed Classification

  • 摘要: 在车载GNSS/SINS组合导航中,为了增强定位效果,车辆非完整性约束(NHC)是常用的增强方法。通过应用机器学习的方法来建立IMU输出与NHC伪观测量之间的复杂映射关系,并直接在观测域对NHC伪观测量的大小进行调整,可以提升传统NHC方法的约束效果。现有的机器学习方法没有考虑车辆运动状态影响,导致NHC预测精度和可靠性不高。最新研究表明机器学习可以预测车辆的前向速度,即虚拟里程计(ODO)。然而,当前研究主要是将预测虚拟NHC和虚拟ODO分开讨论,没有充分挖掘二者之间的耦合关系以及三维速度对车辆进行全约束的能力。因此,本文的研究针对这一问题进行了深入探讨,提出了一种基于车辆速度分类的LSTM神经网络,用于预测车辆的三维速度,并采用三维速度约束新息来自适应调整其方差域。为了验证本文方法的有效性,进行了车载GNSS/SINS组合导航的实验测试。根据实验结果显示,本文方法在前向速度预测方面的平均精度约为0.4 m/s,在侧向和垂向速度预测方面平均精度约为2 cm/s,此外,在模拟GNSS信号失锁460秒的情况下,相较于惯导推算结果,本文方法在三维速度约束下的水平定位精度改善了99.40%。

     

    Abstract: Vehicular Non-holonomic constraint (NHC) is a commonly used enhancement technique in combined vehicle-mounted GNSS/SINS navigation in order to enhance the positioning effect. The constraint effect of traditional NHC methods is enhanced by applying machine learning methods to establish a complex mapping relationship between IMU outputs and NHC pseudo-observations, and to adjust the size of NHC pseudo-observations directly in the observation domain. Existing machine learning methods do not consider the influence of vehicle motion state, resulting in poor NHC prediction accuracy and reliability. Recent studies have shown that machine learning can predict the forward speed of vehicles, i.e., virtual odometry(ODO). However, current research mainly discusses predicting virtual NHC and virtual odometry separately, without fully exploring the coupling relationship between the two and the ability of 3D speed to fully constrain the vehicle. Therefore, the study in this paper addresses this issue in depth and proposes an LSTM neural network based on vehicle speed classification for predicting the 3D speed of a vehicle and self-adaptively adjusting its variance domain using 3D speed constraints on the new interest. In order to verify the effectiveness of this paper's method, an experimental test of vehicle-mounted GNSS/SINS combined navigation is carried out. According to the experimental results, the average accuracy of this paper's method in forward velocity prediction is about 0.4 m/s, and the average accuracy in lateral and vertical velocity prediction is about 2 cm/s. In addition, in the case of simulated GNSS signals being out-of-lock for 460 seconds, compared with the inertial derivation results, this paper's method improves the horizontal localization accuracy under the three-dimensional velocity constraint by 99.40%.

     

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