| Literature DB >> 30489333 |
Debra J Carlson1, Gudrun Dieberg, James R Mcfarlane, Neil A Smart.
Abstract
OBJECTIVE: The objective of this study was to validate the accuracy of beat-to-beat measurements with those taken with an aneroid sphygmomanometer by auscultatory method. A secondary aim was to explore differences between auscultatory and beat-to-beat blood pressure (BP) with daytime ambulatory BP measurements. PARTICIPANTS AND METHODS: A total of 46 participants, comprising 21 males, aged 47±13 years, height 171±8.5 cm and weight 82±16.8 kg attended the Exercise Physiology Laboratory at the University of New England (Armidale, New South Wales, Australia). During the visit, participants had their BP - systolic BP (SBP) and diastolic BP (DBP) - measured using auscultatory methods and a Finometer. An ambulatory BP monitor was fitted during the same visit and worn for a minimum of 12 h.Entities:
Mesh:
Year: 2019 PMID: 30489333 PMCID: PMC6314505 DOI: 10.1097/MBP.0000000000000355
Source DB: PubMed Journal: Blood Press Monit ISSN: 1359-5237 Impact factor: 1.444
Participant characteristics
Mean difference between measurement devices
Fig. 1Bland–Altman plot of systolic blood pressure (SBP) auscultatory measurement and the difference in the Finometer measurement. Data shown are SBP of all participants to illustrate the difference in Finometer – auscultatory measurements (y axis) plotted against the auscultatory measurements (x axis). The correlation coefficient between the difference and auscultatory measurements is 0.0668 (P=0.083). The solid black line represents the regression slope of the difference. The regression equation is y=−0.2295x+29.267; indicating a slope of –0.2295 (P=0.083) with the intercept 29.267 (P=0.086).
Fig. 2Bland–Altman plot of diastolic blood pressure (DBP) auscultatory measurement and the difference in the Finometer measurement. Data shown are DBP of all participants to illustrate the difference in Finometer – auscultatory measurements (y axis) plotted against the auscultatory measurements (x axis). The correlation coefficient between the difference and auscultatory measurements is 0.5214 (P=1.483). The solid black line represents the regression slope of the difference. The regression equation is y=−0.674x+46.609, indicating a slope of –0.674 (P=1.483) with the intercept 46.609 (P=1.677).
Correlations between measurement devices