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DOI: 10.3414/ME16-01-0026
Optimizing Estimates of Instantaneous Heart Rate from Pulse Wave Signals with the Synchrosqueezing Transform
FundingsData collection and further development of the PhysioCam supported by DARPA contract number W911NF-14–1–0158. Hau-tieng Wu’s research is partially supported by Sloan Research Fellow FR-2015–65363.Publication History
Received
02 March 2016
Accepted in revised form:
16 June 2016
Publication Date:
08 January 2018 (online)
Summary
Background: With recent advances in sensor and computer technologies, the ability to monitor peripheral pulse activity is no longer limited to the laboratory and clinic. Now inexpensive sensors, which interface with smartphones or other computer-based devices, are expanding into the consumer market. When appropriate algorithms are applied, these new technologies enable ambulatory monitoring of dynamic physiological responses outside the clinic in a variety of applications including monitoring fatigue, health, workload, fitness, and rehabilitation. Several of these applications rely upon meas -ures derived from peripheral pulse waves measured via contact or non-contact pho -toplethysmography (PPG). As technologies move from contact to non-contact PPG, there are new challenges. The technology neces sary to estimate average heart rate over a few seconds from a noncontact PPG is available. However, a technology to precisely measure instantaneous heat rate (IHR) from non-contact sensors, on a beat-to-beat basis, is more challenging. Objectives: The objective of this paper is to develop an algorithm with the ability to accurately monitor IHR from peripheral pulse waves, which provides an opportunity to measure the neural regulation of the heart from the beat-to-beat heart rate pattern (i.e., heart rate variability). Methods: The adaptive harmonic model is applied to model the contact or non-contact PPG signals, and a new methodology, the Synchrosqueezing Transform (SST), is applied to extract IHR. The body sway rhythm inherited in the non-contact PPG signal is modeled and handled by the notion of wave-shape function. Results: The SST optimizes the extraction of IHR from the PPG signals and the technique functions well even during periods of poor signal to noise. We contrast the contact and non-contact indices of PPG derived heart rate with a criterion electrocardiogram (ECG). ECG and PPG signals were monitored in 21 healthy subjects performing tasks with different physical demands. The root mean square error of IHR estimated by SST is significantly better than commonly applied methods such as autoregressive (AR) method. In the walking situation, while AR method fails, SST still provides a reasonably good result. Conclusions: The SST processed PPG data provided an accurate estimate of the ECG derived IHR and consistently performed better than commonly applied methods such as autoregressive method.
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References
- 1 Aasman J, Mulder G, Mulder LJ. Operator effort and the measurement of heart-rate variability. Hum Factors 1987; 29 (Suppl. 02) 161-170.
- 2 Richards JE, Casey BJ. Heart rate variability during attention phases in young infants. Psychophysiology 1991; 28 (Suppl. 01) 43-53.
- 3 Sahar T, Shalev AY, Porges SW. Vagal modulation of responses to mental challenge in posttraumatic stress disorder. Biol Psychiatry 2001; 49 (Suppl. 07) 637-643.
- 4 Wolff BC, Wadsworth ME, Wilhelm FH, Mauss IB. Children’s vagal regulatory capacity predicts attenuated sympathetic stress reactivity in a socially supportive context: Evidence for a protective effect of the vagal system. Dev Psychopathol 2012; 24 (Suppl. 02) 677-689.
- 5 Saul JP, Arai Y, Berger RD, Lilly LS, Colucci WS, Cohen RJ. Assessment of autonomic regulation in chronic congestive heart failure by heart rate spectral analysis. Am J Cardiol 1988; 61 (Suppl. 15) 1292-1299.
- 6 Donchin Y, Constantini S, Szold A, Byrne EA, Porges SW. Cardiac vagal tone predicts outcome in neurosurgical patients. Crit Care Med 1992; 20 (Suppl. 07) 942-949.
- 7 Porges SW. Vagal Tone: A physiological marker of stress vulnerability. Pediatrics 1992; 90 (Suppl. 00) 498-504.
- 8 Task Force.. Heart Rate Variability: Standards of Measurement, Physiological Interpretation, and Clinical Use. Circulation 1996; 93 (Suppl. 05) 1043-1065.
- 9 Allen J. Photoplethysmography and its application in clinical physiological measurement. Physiol Meas 2007; 28: R1-R39.
- 10 Davila MI. Noncontact Extraction Of Human Arterial Pulse With A Commercial Digital Color Video Camera. University of Illinois at Chicago 2012
- 11 Davila MI, Lewis GF, Porges SW. The PhysioCam: Cardiac pulse, continuously monitored by a color video camera. ASME J Med Devices 2016; 10 (Suppl. 02) 020951.
- 12 Suhrbier A, Heringer R, Walther T, Malberg H, Wessel N. Comparison of three methods for beat-to-beat-interval extraction from continuous blood pressure and electrocardiogram with respect to heart rate variability analysis. Biomed Tech 2006; 51 (Suppl. 02) 70-76.
- 13 Charlot K, Cornolo J, Brugniaux JV, Richalet JP, Pichon A. Interchangeability between heart rate and photoplethysmography variabilities during sympathetic stimulations. Physiol Meas 2009; 30 (Suppl. 12) 1357-1369.
- 14 Gil E, Orini M, Bailìon R, Vergara JM, Mainardi L, Laguna P. Photoplethysmography pulse rate variability as a surrogate measurement of heart rate variability during non-stationary conditions. Physiol Meas 2010; 31 (Suppl. 09) 1271-1290.
- 15 Schlindwein FS, Evans DH. A real-time autoregressive spectrum analyzer for Doppler ultrasound signals. Ultrasound Med Biol 1989; 15 (Suppl. 03) 263-272.
- 16 Kaluzynski K. Analysis of application possibilities of autoregressive modelling to doppler blood flow signal spectral analysis. Med Biol Eng Comput 1987; 25 (Suppl. 04) 373-376.
- 17 Daubechies I, Lu J, Wu HT. Synchrosqueezed wavelet transforms: An empirical mode decomposition-like tool. Appl Comput Harmon Anal 2011; 30: 243-261.
- 18 Chen YC, Cheng MY, Wu HT. Nonparametric and adaptive modeling of dynamic seasonality and trend with heteroscedastic and dependent errors. J Roy Stat Soc B 2014; 76: 651-682.
- 19 Wu HT. Instantaneous frequency and wave shape functions (I). Appl Comput Harmon Anal 2013; 35: 181-199.
- 20 Daubechies I. Ten lectures on wavelets. Philadelphia (PA): SIAM; 1992
- 21 Daubechies I, Wang Y, Wu HT. Linear and synchrosqueezed time-frequency representations revisited again. 2016 In preparation.
- 22 Wu HT. Adaptive Analysis of Complex Data Sets [dissertation]. Princeton (NJ): Princeton University; 2011
- 23 Chui CK, Lin YT, Wu HT. Real-time dynamics acquisition from irregular samples – with application to anesthesia evaluation. Analysis and Applications 2016; 14 (Suppl. 04) 537-590.
- 24 Kim SH, Song JG, Park JH, Kim JW, Park YS, Hwang GS. Beat-to-beat tracking of systolic blood pressure using noninvasive pulse transit time during anesthesia induction in hypertensive patients. Anesth Analg 2013; 116 (Suppl. 01) 94-100.
- 25 Wu HT, Chang HH, Wu HK, Wang CL, Yang YL, Wu WH. Application of wave-shape functions and Synchrosqueezing transform to pulse signal analysis. PLOS One. Forthcoming 2016
- 26 Iatsenko D, McClintock PVE, Stefanovska A. Linear and synchrosqueezed time-frequency representations revisited: Overview, standards of use, resolution, reconstruction, concentration, and algorithms. Digital Signal Processing 2015; 42: 1-26.