Human Tracking with mmWave Radars: a Deep Learning Approach with Uncertainty Estimation

Jacopo Pegoraro, M. Rossi
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引用次数: 2

Abstract

mmWave radars have recently gathered significant attention as a means to track human movement within indoor environments. Widely adopted Kalman filter tracking methods experience performance degradation when the underlying movement is highly non-linear or presents long-term temporal dependencies. As a solution, in this article we design a convolutional-recurrent Neural Network (NN) that learns to accurately estimate the position and the velocity of the monitored subjects from high dimensional radar data. The NN is trained as a probabilistic model, utilizing a Gaussian negative log-likelihood loss function, obtaining explicit uncertainty estimates at its output, in the form of time-varying error covariance matrices. A thorough experimental assessment is conducted using a 77 GHz FMCW radar. The proposed architecture, besides allowing one to gauge the uncertainty in the tracking process, also leads to greatly improved performance against the best approaches from the literature, i.e., Kalman filtering, lowering the average error against the ground truth from 32.8 to 7.59 cm and from 56.8 to 14 cm/s in terms of position and velocity tracking, respectively.
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用毫米波雷达跟踪人体:一种不确定性估计的深度学习方法
最近,毫米波雷达作为一种跟踪室内环境中人体运动的手段受到了广泛关注。当底层运动高度非线性或表现出长期的时间依赖性时,广泛采用的卡尔曼滤波跟踪方法会出现性能下降。为了解决这个问题,本文设计了一个卷积-递归神经网络(NN),它可以从高维雷达数据中学习准确地估计被监测对象的位置和速度。神经网络被训练成一个概率模型,利用高斯负对数似然损失函数,以时变误差协方差矩阵的形式在其输出处获得显式的不确定性估计。采用77 GHz FMCW雷达进行了全面的实验评估。所提出的架构,除了允许测量跟踪过程中的不确定性之外,还可以大大提高与文献中最佳方法(即卡尔曼滤波)相比的性能,在位置和速度跟踪方面,将相对于地面真实值的平均误差分别从32.8 cm降低到7.59 cm和从56.8 cm降低到14 cm/s。
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