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Determining carotid artery pressure from scaled diameter waveforms: comparison and validation of calibration techniques in 2026 subjects

机译:从刻度直径波形确定颈动脉压力:2026名受试者的校准技术的比较和验证

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Calibrated diameter distension waveforms could provide an alternative for local arterial pressure assessment more widely applicable than applanation tonometry. We compared linearly and exponentially calibrated carotid diameter waveforms to tonometry readings. Local carotid pressures measured by tonometry and diameter waveforms measured by ultrasound were obtained in 2026 subjects participating in the Asklepios study protocol. Diameter waveforms were calibrated using a linear and an exponential calibration scheme and compared to measured tonometry waveforms by examining the mean root-mean-squared error (RMSE), carotid systolic blood pressure (SBPcar) and augmentation index (AIx) of calibrated and measured pressures. Mean RMSE was 5.2(3.3) mmHg (mean(stdev)) for linear and 4.6(3.6) mmHg for exponential calibration. Linear calibration yielded an underestimation of SBPcar by 6.4(4.1) mmHg which was strongly correlated to values of brachial pulse pressure (PPbra) (R = 0.4, P < 0.05). Exponential calibration underestimated true SBPcar by 1.9(3.9) mmHg, independent of PPbra. AIx was overestimated by linear calibration by 1.9(10.1)%, the difference significantly increasing with increasing AIx (R = 0.25, P < 0.001) and by exponential calibration by 5.4(10.6)%, independently of the value of AIx. Properly calibrated diameter waveforms offer a viable alternative for local pressure
机译:校准的直径扩张波形可以提供比扁平眼压计更广泛适用的局部动脉压评估方法。我们将线性和指数校准的颈动脉直径波形与眼压测量值进行了比较。在2026名参加Asklepios研究方案的受试者中获得了通过眼压测量法测量的局部颈动脉压和通过超声测量的直径波形。使用线性和指数校准方案校准直径波形,并通过检查校准和测量压力的平均均方根误差(RMSE),颈动脉收缩压(SBPcar)和增强指数(AIx)与测量的眼压波形进行比较。线性均方根均方根误差(RMSE)为5.2(3.3)mmHg(平均值(stdev)),而指数标定均方根均方根误差(RMSE)为4.6(3.6)mmHg。线性校准产生的SBPcar低估了6.4(4.1)mmHg,与腕脉压力(PPbra)的值密切相关(R = 0.4,P <0.05)。与PPbra无关,指数校准低1.9(3.9)mmHg的真实SBPcar。通过线性校准,AIx被高估了1.9(10.1)%,差异随AIx的增加而显着增加(R = 0.25,P <0.001),并且通过指数校准被高估了5.4(10.6)%,而与AIx的值无关。正确校准的直径波形为局部压力提供了可行的替代方法

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