Motion Cancellation Technique of Vital Signal Detectors Based on Continuous-Wave Radar Technology
Abstract
:1. Introduction
- Radar architecture and design modifications;
- Signal processing algorithms for motion artifact suppression;
- Studies on propagation characteristics and environmental impact mitigation.
2. Continuous-Wave Radars for Vital Sign Detection
2.1. Principle of CW Radar for Vital Sign Detection
2.2. Challenges in Vital Sign Detection
2.2.1. Body Motion Artifacts
- Reduced SNR: Large-amplitude motion artifacts overshadow weaker signals from respiration or heartbeat.
- Distorted phase: Rapid or erratic movements affect the received phase information, complicating vital signal extraction.
- Unexpected frequency shifts: Body motion can generate frequency components similar to those of respiration and heartbeat signals, making it challenging to distinguish genuine vital sign data.
2.2.2. Environmental Disturbances
- Multipath interference: Radar signals may reflect off walls, furniture, and other objects, thereby creating multiple propagation paths. These multipath reflections introduce phase and amplitude distortions that hinder accurate signal interpretation, particularly in dense indoor settings.
- Electromagnetic interference (EMI): Radar sensors operate in specific frequency bands; therefore, interference from Wi-Fi, Bluetooth, 5G base stations, or medical equipment can lower the SNR, rendering vital sign detection unstable or unreliable.
- Multi-subject detection: When multiple individuals are present, accurately separating each subject’s vital signals becomes challenging. Techniques such as multiple-input multiple-output (MIMO) radar may be required to isolate individual respiration and heartbeat signals.
2.2.3. Sensor Sensitivity and Placement
- Importance of optimal placement: Improper sensor placement may lead to reduced SNR and phase detection errors. Direct alignment with the thoracic or cardiac regions is typically recommended for accurate measurements.
- Body posture and signal attenuation: Different postures, such as sitting, standing, or lying down, alter the reflection patterns. Changes in subject-to-sensor distance can further attenuate signals, leading to reduced detection accuracy.
- Weak signal strength: Because respiration and heartbeat movements inherently generate low-amplitude signals, advanced techniques (e.g., signal amplification, high-resolution fast Fourier transform (FFT)) are required to improve system sensitivity.
3. Motion Cancellation Techniques
3.1. Radar Architecture Enhancements
3.1.1. Multi-Antenna and MIMO Systems
- A differential phase Doppler radar system using a collocated multiple-receiver array effectively removes common motion components by analyzing the phase differences among the receiver channels [12]. This approach demonstrated an improvement of over 20 dB in noise suppression relative to the single-antenna setup.
- A virtual array-based radar system uses Pearson correlation coefficients to identify highly correlated regions among multiple measurement points on the chest [13]. A Kalman filter tracked these regions to suppress artifacts, achieving heartbeat and respiration detection errors within 5 bpm under dynamic conditions (motion speeds of up to 0.5 m/s).
- Null-point beamforming with a 60 GHz FMCW MIMO radar successfully reduced common body motion artifacts by 18 dB, enabling simultaneous vital sign detection in two individuals [14]. Independent signals are allocated to each target to facilitate motion compensation under random conditions.
- In an LFMCW radar with multiple receivers, a four-receiver array combines multi-channel Kalman smoothing with local hidden Markov models to improve the SNR by up to 7.5 dB [15]. This approach maintained respiration and heartbeat detection errors below 2 bpm in RBM.
- MIMO-based radar has also proven effective in in-vehicle environments, where driver motion and vehicle vibration degrade performance [16]. Digital beamforming effectively isolated the driver’s vital signals from extraneous reflections, yielding a heart rate detection error of 0.82 bpm and a respiration rate error of 0.16 rpm.
3.1.2. Distributed Radar Sensor
- Two 5.8 GHz radars placed at different angles (e.g., 30°, 45°, and 60°) significantly enhanced the SNR, boosting detection accuracy to approximately 97.8% that of single-radar configurations [17].
- A front-and-rear dual-radar setup was tested during treadmill walking with deep learning-based signal restoration (CNN and LSTM), which effectively isolated the respiration signals [18]. This approach maintained high accuracy even under moderate subject motion.
- A 60 GHz FMCW radar that fuses multi-range-bin data for driver monitoring [19] by integrating a Kalman filter with multi-signal fusion achieved a 1.9 bpm lower error than the single-radar approach, reliably detecting breath-hold events.
3.1.3. Multi-View Beamforming Radar
3.1.4. Single-Chip Single-Antenna Radar
3.1.5. Multi-Channel Radar Systems Resilient to RBM
3.1.6. Accurate Heartbeat Measurement Across Various Body Postures
3.2. Signal Processing Approaches
3.2.1. Complex Signal Demodulation
3.2.2. Polynomial Fitting and Adaptive Filter Approaches
- Matched filter-assisted polynomial fitting. Lv et al. [32] combined matched filtering with third-order polynomial fitting to remove RBM components at speeds of up to 15 mm/s. Although the matched filter increases the SNR by emphasizing known signal patterns, higher motion speeds (>50 mm/s) still pose challenges because of template mismatch.
- Adaptive noise cancellation (ANC) and N-DCT. As shown in Figure 8, Yang et al. [33] used ANC, polynomial fitting, and N-DCT to enhance signal quality in the presence of RBM by up to 47.6 mm/s. However, an initial ANC learning phase is required, and multi-interference environments can degrade performance.
- Sekak et al. [34] utilized cyclostationary signal processing, which exhibits periodic changes over time, to extract cyclic characteristics in the frequency domain. They introduced several techniques, such as cyclic moments, cyclic autocorrelation, and cyclic cumulants, to differentiate between the first and second order of cycle signals. By analyzing the cyclostationary signal, they obtained vital signal detection with a maximum error of 0.102 Hz for respiration and 0.038 Hz for heartbeat. Measurement results demonstrate that cyclostationary signal analysis can enhance vital sign detection even in the presence of noise and movement, particularly when combined with a bi-static radar system operating at 2.5 GHz.
3.2.3. External Interference Removal Using the Least Squares Method
3.2.4. FMCW Radar Integration with Adaptive Filters
3.2.5. Mode Decomposition Techniques
- Hu et al. [43] combined ICEEMDAN with the improvised adaptive range bin selection technique to track targets and effectively extract vital signals, even when moving in indoor environments at a walking speed of 1 m/s. The range profile matrix (RPM) and Doppler-range matrix (DRM) were combined to track the movement of the target and dynamically update the position where the signal most strongly reflects the signal, thereby enabling adaptive detection of target location and stable signal detection. Figure 12 shows that the vital information of a moving subject was successfully extracted using the ICEEMDAN method, with significant results that were confirmed through the frequency spectrum.
- Range-Doppler matrix (RDM) of FMCW radar data and a Gaussian interpolation algorithm (GIA) were presented in [44]. RDM is derived from the two-dimensional 2D-FFT of FMCW radar data. A Gaussian interpolation algorithm (GIA) was applied in the Doppler dimension to estimate the target velocity signals. To mitigate large-scale body motion, a robust enhanced trend filtering (RETF) algorithm was employed. To extract respiratory and heartbeat frequencies, the time-varying filter-based empirical mode decomposition (TVF-EMD) algorithm was used. Evaluations with data from seven volunteers using Texas Instrument’s AWR1642 radar achieved accuracies of 93% for respiration and 95% for heart rate detection, effectively handling random body movements without relying on range bin selection, thus avoiding phase wrap issues.
- VMD-based methods improve frequency-band precision. However, optimal parameter tuning (e.g., number of modes, penalty factors) and high computational costs remain barriers to real-time applications. Various studies have explored approaches to optimizing parameter tuning in the VMD method. Qu et al. [46] proposed an improved adaptive parameter variational mode decomposition (IAPVMD) method that integrates the energy loss rate evaluation with the mode discrimination criterion to determine the optimal parameter that would eliminate the RBM. A metaheuristic whale optimization algorithm (WOA)-based parameter tuning method was proposed in [47] to mitigate RBM interference and improve the stability of cardiac component extraction. Variational mode extraction (VME) further refines the VMD by targeting specific frequencies, reducing the complexity of multi-mode decompositions [48,49]. Despite their sophistication, these methods still face challenges in the presence of rapid or unpredictable motions.
3.3. Propagation and Environmental Studies
3.3.1. Multi-Radar Data Fusion
3.3.2. Hybrid Radar Systems for Motion Robust Monitoring
3.3.3. Integrated Neural Networks
4. Discussion
- Multi-modal sensor fusion systems
- 2.
- AI-driven signal processing
- 3.
- Low-power and miniaturized radar systems
5. Conclusions
Author Contributions
Funding
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Abbreviations
ADC | Analog-to-Digital Converter |
AI | Artificial Intelligence |
ANC | Adaptive Noise Cancellation |
CNN | Convolutional Neural Network |
CW | Continuous Wave |
DNN | Deep Neural Network |
DRM | Doppler Range Matrix |
EM | Electromagnetic |
EMI | Electromagnetic Interference |
EMD | Empirical Mode Decomposition |
FFT | Fast Fourier Transform |
FMCW | Frequency-Modulated CW |
GAN | Generative Adversarial Network |
HVD | Hilbert Vibration Decomposition |
CEEMDAN | Complete Ensemble Empirical Mode Decomposition with Adaptive Noise |
ICEEMDAN | Improved Complete Ensemble Empirical Mode Decomposition with Adaptive Noise |
IMF | Intrinsic Mode Function |
I/Q | In-Phase/Quadrature |
IR-UWB | Impulse Radio Ultra-Wideband |
LCVCO | LC-Based Voltage-Controlled Oscillator |
LFMCW | Linear Frequency-Modulated CW |
LNA | Low Noise Amplifier |
LO | Local Oscillator |
LSM | Least Squares Method |
LSTM | Long Short-Term Memory |
MIMO | Multi-Input Multi-Output |
N-DCT | N-Dimensional Discrete Cosine Transform |
PA | Power Amplifier |
PMCW | Pulse-Modulated CW |
RBM | Random Body Motion |
RPM | Range Profile Matrix |
RVCO | Ring-Based Voltage-Controlled Oscillator |
SIL | Self-Injection Locking |
SMIL | Self/Mutually Injection-Locked |
SNR | Signal-to-Noise Ratio |
TA-RS | Tracking-Aided Range-Spread |
TVF-EMD | Time-Varying Filter Empirical Mode Decomposition |
VaR-VSM | Vision-Assisted Radar with Variational Variance Stabilizing Mapping |
VCO | Voltage-Controlled Oscillator |
VMD | Variational Mode Decomposition |
VME | Variational Mode Extraction |
WMC-VMD | Weighted Multi-Channel Variational Mode Decomposition |
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Kwon, M.-S.; Park, Y.; Park, J.-E.; Lee, G.-H.; Jeon, S.-H.; Lee, J.-H.; Yoon, J.-H.; Yang, J.-R. Motion Cancellation Technique of Vital Signal Detectors Based on Continuous-Wave Radar Technology. Sensors 2025, 25, 2156. https://doi.org/10.3390/s25072156
Kwon M-S, Park Y, Park J-E, Lee G-H, Jeon S-H, Lee J-H, Yoon J-H, Yang J-R. Motion Cancellation Technique of Vital Signal Detectors Based on Continuous-Wave Radar Technology. Sensors. 2025; 25(7):2156. https://doi.org/10.3390/s25072156
Chicago/Turabian StyleKwon, Min-Seok, Yuna Park, Joo-Eun Park, Geon-Haeng Lee, Sang-Hoon Jeon, Jae-Hyun Lee, Joon-Hyuk Yoon, and Jong-Ryul Yang. 2025. "Motion Cancellation Technique of Vital Signal Detectors Based on Continuous-Wave Radar Technology" Sensors 25, no. 7: 2156. https://doi.org/10.3390/s25072156
APA StyleKwon, M.-S., Park, Y., Park, J.-E., Lee, G.-H., Jeon, S.-H., Lee, J.-H., Yoon, J.-H., & Yang, J.-R. (2025). Motion Cancellation Technique of Vital Signal Detectors Based on Continuous-Wave Radar Technology. Sensors, 25(7), 2156. https://doi.org/10.3390/s25072156