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September 23, 2015IEEE Transactions on Biomedical Engineering334 citations

Continuous Cuffless Blood Pressure Estimation Using Pulse Transit Time and Photoplethysmogram Intensity Ratio

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XDXiaorong DingYZYuan‐Ting ZhangJLJing Liu

Structured PICO

Does a novel blood pressure estimation algorithm using both PTT and PIR improve the accuracy of continuous cuffless blood pressure measurement compared to standard PTT algorithms in healthy subjects?

P
Population
27 healthy subjects
I
Intervention
Novel continuous cuffless blood pressure estimation algorithm using both Pulse Transit Time (PTT) and Photoplethysmogram Intensity Ratio (PIR)
C
Comparator
Continuous Finapres BP as reference, and two most cited PTT algorithms
O
Outcome
Accuracy of estimated systolic, diastolic, and mean BP (measured as mean ± standard deviation and mean absolute difference against reference)surrogate

Combining pulse transit time with photoplethysmogram intensity ratio provides a more accurate continuous cuffless blood pressure estimation than PTT alone by better tracking low-frequency blood pressure variations.

Abstract

Pulse transit time (PTT) has attracted much interest for cuffless blood pressure (BP) measurement. However, its limited accuracy is one of the main problems preventing its widespread acceptance. Arterial BP oscillates mainly at high frequency (HF) because of respiratory activity, and at low frequency (LF) because of vasomotor tone. Prior studies suggested that PTT can track BP variation in HF range, but was inadequate to follow the LF variation, which is probably the main reason for its unsatisfactory accuracy. This paper presents a new indicator, the photoplethysmogram intensity ratio (PIR), which can be affected by changes in the arterial diameter, and, thus, trace the LF variation of BP. Spectral analysis of BP, PTT, PIR, and respiratory signal confirmed that PTT was related to BP in HF at the respiratory frequency, while PIR was associated with BP in LF range. We, therefore, develop a novel BP estimation algorithm by using both PTT and PIR. The proposed algorithm was validated on 27 healthy subjects with continuous Finapres BP as reference. The results showed that the mean ± standard deviation (SD) for the estimated systolic, diastolic, and mean BP with the proposed method against reference were -0.37 ±5.21, -0.08 ±4.06, -0.18 ±4.13 mmHg, and mean absolute difference (MAD) were 4.09, 3.18, 3.18 mmHg, respectively. Furthermore, the proposed method outperformed the two most cited PTT algorithms for about 2 mmHg in SD and MAD. These results demonstrated that the proposed BP model using PIR and PTT can estimate continuous BP with improved accuracy.

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Cite This Study

Ding et al. (2015) studied this question.

synapsesocial.com/papers/69952bd2b74644e6754d3202https://doi.org/10.1109/tbme.2015.2480679
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