| OCR Text |
Show 22 on the optimal ratios. Based arterial pressure-volume dependent the on Link curve, [33], [34] which maximum oscillations at cuff pressure pulse transformation through the of the model on blood pressure. mean at which maximum oscillations the arterial pressure-volume the that directly not the dependent cuff pressure the on diastolic and the curve is occur Instead, is occur contends of shape and systolic pressure. is As apparent the to corresponding Figure 1.3, from maximum of point the cuff pressure oscillations will be altered by changing either the shape of the pressure-volume diastolic systolic and pressure-volume diastolic and contrast, and if the systolic altered without pressure may be which maximum oscillations the changing occur. In shape mean of the are blood cuff pressure accordance the or pressure shape of the input waveform and thus the constant, curve In pressure. curve at with the pressure-volume model of pulse transformation described by both Link at [34], which the amplitude maximum will delineated compliance, of ale et the ale et of the [32], mean [33] cuff pressure the segment, curve having the largest found that the maximum did not offer explanation an consistent with the model Link [33], As [34] shown of Mauck of and may be in Figure of their average et ale [26]. amplitude and that pressure which underestimation increased with larger pulse pressure, findings However, findings, which is 1.3 the as are follows. arterial compliance curve the in they pulse transformation described by explained as blood pressure. algorithm underestimated mean arterial agreement with the is oscillations pressure-volume by the blood pulse pressure, irrespective [33], [32], cuff pressure the to correspond Yamakoshi mean and Yamakoshi [35] is |
