基于希尔伯特–黄变换与频谱加权重构的毫米波雷达心率检测方法

Hilbert–Huang transform and spectrum-weighted reconstruction integration for millimeter wave radar-based heart rate detection

  • 摘要: 近年来国内外健康问题十分严峻,心率作为评估人体健康状况的重要生命体征指标,对其进行无扰、低负荷检测已成为社会迫切需求. 雷达技术的发展使非接触式心率检测成为可能,然而,由于心跳引起的胸腔振动极其微弱,很容易被呼吸谐波、环境杂波噪声淹没,如何克服检测过程中未知环境噪声与呼吸谐波干扰是当前面临的两大严峻挑战. 为此,本文提出一种基于希尔伯特–黄变换(Hilbert–Huang transform, HHT)与频谱加权重构的毫米波雷达心率检测方法,实现心率的无扰准确检测. 该方法主要由微动目标定位和心跳信号重构估计两种策略组成. 其中,微动目标定位策略通过自适应恒虚警率(Constant false alarm rate, CFAR)动态阈值分析,提高动态未知噪声场景下微弱信号目标的定位精度;心跳信号重构估计策略首先通过HHT进行自适应时频局部化分析,提取对应心率区间的本征模态函数,并对其频谱能量进行加权重构,从而进一步抑制心跳信号中的呼吸谐波和噪声干扰,提高心率检测的分辨率. 对不同受试个体在不同心率、距离、角度条件下进行实验,结果表明,与现有常用方法相比,本文所提方法可有效抑制呼吸谐波、环境噪声杂波干扰,显著提高人体心率检测精度.

     

    Abstract: In recent years, health issues have become serious worldwide. As a vital indicator for evaluating human health, heart rate (HR) detection, which comes without disturbance and with comfort, has become an urgent need of society. Traditional detection methods in medical institutions, such as photoplethysmography and electrocardiography, although effective in providing real-time and accurate data, suffer limitations in comfort and versatility. Advances in radar technologies enable noncontact detection of HR. However, as the chest wall displacement caused by the heartbeat is extremely weak, HR can be easily overwhelmed by respiration harmonics, noise, and clutter. Hence, two critical challenges arise during the detection process: unknown environmental noise and respiratory harmonic interference. To achieve accurate HR estimation without disturbance, we propose a noncontact HR detection approach using a millimeter-wave radar based on the Hilbert–Huang transform (HHT) and spectrum-weighted reconstruction. The approach includes a micromotion target localization strategy and an HR reconstruction estimation strategy. In the micromotion target localization strategy, we first eliminate static clutter in the raw data. Thereafter, building on the traditional constant false alarm rate (CFAR) method, we design an adaptive CFAR approach that dynamically adjusts based on environmental noise thresholds, incorporating real-time scaling factor updates to reduce the impact of random dynamic noise, thereby enhancing the sensitivity and accuracy of weak signal target detection during radar-based HR monitoring. In addition, due to the periodic nature of physiological signals in the thoracic region and the relatively random nature of interference, autocorrelation analysis is employed for periodic identification, further reconfirming the target positions and enhancing the accuracy of localization. In the HR signal reconstruction strategy, we first use HHT for high-resolution time-frequency localization analysis, capturing transient features and variations in nonstationary and nonlinear signals such as those of heartbeats. By extracting the intrinsic mode functions corresponding to the HR range and designing a spectral weighting reconstruction method, we segment and enhance the HR range, because of which respiratory harmonics and noise interference in the heartbeat signal are further suppressed, thereby improving the resolution of HR detection. Experiments are conducted in laboratory and office settings using the Texas Instruments (TI) IWR1843 millimeter-wave radar sensor, involving 10 different participants to evaluate the effects of HR, distance, angle, and user heterogeneity on HR detection. To assess the effect of varying distances on HR estimation, five distances are selected: 0.5, 1.0, 1.5, 2.0, and 2.5 m, with participants positioned facing the radar. The absolute error of the proposed HR estimation method increases from 0.007 to 0.026 Hz as distance is increased. The effect of different angles on HR estimation is also analyzed at 0°, 15°, and 30°, showing that the signal-to-noise ratio of radar echo signals decreases as distance and angle are increased, resulting in increased absolute error in HR estimation. Furthermore, a comparative analysis is performed between the proposed method and three commonly used methods: variational mode decomposition (VMD), ensemble empirical mode decomposition (EEMD), and zero-attracting sign exponentially forgetting least mean square (ZA-SEFLMS). The proposed method outperforms the other methods in HR estimation by effectively suppressing respiratory harmonics and environmental noise clutter, resulting in superior decomposition and reconstruction of the heartbeat signal, with an average HR error of 0.019 Hz, considerably enhancing HR detection accuracy.

     

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