基于FMCW雷达的非稳态目标生命体征检测算法的设计
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苏州大学电子信息学院苏州215006

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TP212;TN958

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Design of a vital sign detection algorithm for non-stationary targets based on FMCW radar
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School of Electronic and Information Engineering, Soochow University, Suzhou 215006, China

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    摘要:

    针对调频连续波雷达生命体征检测中受试者随机体动易引起回波相位突变、距离门偏移和频谱峰值偏移,进而降低呼吸率和心率估计精度的问题,设计了一种面向非稳态目标的生命体征检测算法。该算法以雷达中频信号相位为处理对象,首先通过相位二阶差分构建运动趋势函数,以表征随机体动引起的相位突变特征;随后,结合动态阈值识别受体动影响的失真信号片段,并采用季节性差分自回归滑动平均模型对失真片段进行局部重构,对于未受明显体动干扰的片段,保留原始信号,以避免全局建模带来的冗余计算。重构后的信号经滤波分离和频谱分析后,获得呼吸率与心率估计结果。实验结果表明,当动态阈值调节系数μ取0.20时,心率恢复准确率达到96.10%,RMSEHR为1.653 3;在不同SARIMA参数组合下,呼吸率和心率的恢复结果均保持较好的稳定性;但随着模型阶数的提高,运行时间由57.106 1 s增至335.748 4 s。针对4名受试者开展的实验表明,所提算法的呼吸率检测准确率为93.33%,心率检测准确率为96.90%,对应的RMSERR和RMSEHR分别为3.43和11.01。结果表明,在本研究设置的随机体动条件下,所提方法能够减小体动干扰对呼吸率和心率估计的影响,提高生命体征参数估计的稳定性。

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    Random body movements during frequency modulated continuous wave (FMCW) radar-based vital sign monitoring can induce abrupt phase variations, range-bin shifts, and spectral peak deviations, thereby degrading the estimation accuracy of respiratory rate (RR) and heart rate (HR). To address this issue, a vital sign detection algorithm for non-stationary subjects is proposed. First, the phase of the radar intermediate-frequency signal is used to construct a motion trend function based on the second-order phase difference, enabling the characterization of abrupt phase changes induced by random body movements. A dynamic threshold is then applied to identify motiondistorted segments. These segments are locally reconstructed using a seasonal autoregressive integrated moving average model (SARIMA), whereas segments without significant motion interference are preserved to avoid unnecessary global modeling. Respiratory rate and heart rate are subsequently estimated through signal separation and spectral analysis. Experimental results show that, when the dynamic threshold adjustment coefficient μ is set to 0.20, the heart rate estimation accuracy reaches 96.10%, with an RMSEHR of 1.653 3. Across different SARIMA parameter combinations, the recovered respiratory rate and heart rate remain stable; however, the running time of higher-order model increases from 57.106 1 s to 335.748 4 s. Further experiments involving four subjects demonstrate that the proposed algorithm achieves a respiratory rate detection accuracy of 93.33% and a heart rate detection accuracy of 96.90%, with corresponding RMSERR and RMSEHR values of 3.43 and 11.01, respectively. These results indicate that, under the random-body-motion conditions considered in this study, the proposed method can reduce the influence of motion interference and improve the stability of respiratory-rate and heart-rate estimation.

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袁梓敬,胡丹峰,李浩辰,王加俊.基于FMCW雷达的非稳态目标生命体征检测算法的设计[J].电子测量与仪器学报,2026,40(7):125-134

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