| Literature DB >> 33182672 |
Seohee Lee1, Jaeyeon Chung1, Jinyoung Bae1, Youn Joung Cho1, Karam Nam1, Yunseok Jeon1.
Abstract
Measuring blood pressure (BP) via a pneumatic cuff placed around the arm has long been the standard method. However, in clinical situations where BP monitoring at the arm is difficult, the ankle is frequently used instead. We compared continuous non-invasive blood pressure (CNBP) measurements obtained at the finger, ankle BP and arm BP in patients undergoing breast cancer surgery. Arm BP, ankle BP (both obtained with a conventional pneumatic cuff) and CNBP measurements were obtained every 2.5 min during surgery. Correlation and Bland-Altman analyses were performed and differences among measurements were analyzed using a linear mixed model. A total of 245 sets of BP measurements were obtained from 10 patients. All systolic blood pressure (SBP), diastolic blood pressure (DBP) and mean blood pressure (MBP) measurements of ankle BP and CNBP were positively correlated with the arm BP measurements (Spearman rho 0.688-0.836, p < 0.001 for each correlation). The difference between CNBP and arm SBP was significantly smaller (least squares mean (95% confidence interval): -6.03 (-11.40, -0.67)) compared to that between ankle and arm SBP (least squares mean (95% CI): -15.32 (-20.69, -9.96), p = 0.019). However, this significant difference was not observed in DBP and MBP (-1.23 vs. 1.75, p = 0.190 and -3.85 vs. -2.63, p = 0.604, respectively). Ankle SBP measurements showed larger differences from arm SBP measurements than did CNBP SBP measurements in patients undergoing breast cancer surgery. CNBP could serve as a useful alternative to ankle BP when standard arm BP measurements cannot be obtained.Entities:
Keywords: blood pressure; continuous non-invasive blood pressure; hemodynamic; monitoring
Year: 2020 PMID: 33182672 PMCID: PMC7696586 DOI: 10.3390/jcm9113615
Source DB: PubMed Journal: J Clin Med ISSN: 2077-0383 Impact factor: 4.241
Figure 1The ClearSight system is applied on a disposable cuff positioned over ipsilateral operation side arm and non-invasive blood pressure cuff is placed at the opposite arm and ankle.
Demographic features of patients.
| Patients No | Age | Gender | Wight (kg) | Height (cm) | BMI (Kg/m2) | Operation Type |
|---|---|---|---|---|---|---|
| 1 | 50 | Female | 55.45 | 156.9 | 22.52 | Total mastectomy |
| 2 | 76 | Female | 48.3 | 153.1 | 24.87 | BCS,Lt sentinel bx |
| 3 | 43 | Female | 57.65 | 162 | 21.97 | BCS,Rt sentinel bx |
| 4 | 57 | Female | 54.1 | 156.3 | 22.15 | BCS,Lt sentinel bx |
| 5 | 63 | Female | 58.85 | 155.4 | 24.37 | BCS,Rt sentinel bx |
| 6 | 62 | Female | 61 | 158.6 | 24.25 | BCS,Lt sentinel bx |
| 7 | 55 | Female | 60.9 | 154.5 | 25.51 | BCS,Rt sentinel bx |
| 8 | 48 | Female | 55.6 | 161.5 | 21.32 | BCS,Lt sentinel bx |
| 9 | 43 | Female | 57.3 | 164 | 21.3 | BCS,Lt sentinel bx |
| 10 | 71 | Female | 56.4 | 158.5 | 22.45 | BCS,Lt sentinel bx |
The 10 subjects had breast conserving surgery or total mastectomy. As reference to brachial noninvasive arterial pressure, both ankle non-invasive arterial pressure and ClearSight arterial pressure were measured and recorded. BCS, breast conserving surgery; BMI, body mass index; bx, biopsy; Lt, left; Rt, right.
Mean and standard deviation values of systolic, mean and diastolic blood pressure (mmHg) measured by the three different methods.
| Blood Pressure | Arm | Ankle | ClearSight |
|---|---|---|---|
| Systolic blood pressure (mmHg) | 100.11 (13.93) | 116.63 (18.45) | 106.71 (14.04) |
| Diastolic blood pressure (mmHg) | 61.31 (11.17) | 60.30 (11.39) | 62.92 (9.61) |
| Mean blood pressure (mmHg) | 75.09 (11.61) | 78.43 (13.98) | 79.55 (11.41) |
Data are presented as mean (SD).
Figure 2The scatterplots for correlation of blood pressure measurements. (a) Correlation between systolic blood pressure (SBP) of arm and ankle. (b) Correlation between SBP of arm and ClearSight. (c) Correlation between diastolic blood pressure (DBP) of arm and ankle. (d) Correlation between DBP of arm and ClearSight. (e) Correlation between mean blood pressure (MBP) of arm and ankle. (f) Correlation between MBP of arm and ClearSight. Each color of the dots and the regression lines represents each patient.
Figure 3Bland–Altman plot for BP measurements. (a) Bland–Altman analysis between systolic blood pressure (SBP) of arm and ankle. (b) Bland–Altman analysis between SBP of arm and ClearSight. (c) Bland–Altman analysis between diastolic blood pressure (DBP) of arm and ankle. (d) Bland–Altman analysis between DBP of arm and ClearSight. (e) Bland–Altman analysis between mean blood pressure (MBP) of arm and ankle. (f) Bland–Altman analysis between MBP of arm and ClearSight. Each color of dot represents the measurements from each patient.
Difference between Arm–Ankle and Arm–ClearSight compared using a linear mixed model.
| BP | Sites Compared | Least Squares Means (95% Confidence Interval) | Differences of Least Squares Means (95% Confidence Interval) | |
|---|---|---|---|---|
| SBP | Arm-Ankle | −15.32(−20.69,−9.96) | −9.29(−16.876,−1.704) | 0.0192 |
| Arm-ClearSight | −6.03(−11.40,−0.67) | |||
| DBP | Arm -Ankle | 1.75(−1.15,5.00) | 2.98(−1.61,7.57) | 0.1899 |
| Arm-ClearSight | −1.23(−4.48,2.02) | |||
| MBP | Arm-Ankle | −2.63(−6.06,0.79) | 1.22(−3.63,6.06) | 0.6043 |
| Arm-ClearSight | −3.85(−7.27,−0.43) |
BP, blood pressure; SBP, systolic blood pressure; DBP, diastolic blood pressure; MBP, mean blood pressure.
Figure 4The boxplot showing the differences of CNBP SBP and ankle SBP from arm SBP. Each color of dots represents each patient.
Figure 5The boxplots of each individual patient showing distribution of (a) SBP, (b) DBP and (c) MBP measurements by each of three methods. The red boxes represent measurements from arm, the green boxes represent measurements from ClearSight and the blue boxes represent measurements from ankle.