Abstract
The objective of this study was to develop a method for the analytical assessment of arterial obstruction in conditions of Raynaud's phenomenon capable of providing diag nostic criteria. Numerous attempts have been made to determine and quantify arterial obstruction in terms of Doppler ultrasound measurements of arterial blood velocity. Absent from these methods is a formulation that allows an assessment of arterial obstruc tion based on the obstructed area as derived from direct measurement. The authors used spectral analysis of velocity signals from a pulsed, range-gated Doppler ultrasonic instru ment to make quantitative measurements of arterial blood flow velocity in hands of normal subjects and persons with Raynaud's phenomenon. They measured the peak and mean velocity during the cardiac cycle and the time integral of the velocity signal over the cardiac cycle. These measurements for two distinct hemodynamic states induced by temperature changes allowed them to calculate the fractional change in arterial cross- sectional area produced by the change in temperature through the application of a hydraulic model of digital arterial circulation. They found an equation expressing frac tional obstructed area expressed as: dA/A = 2(dD - τdν - ντ)/(D + νdτ), where D is the time integral of the velocity signal; τ is the blood flow interval, ν is the blood velocity; and dD, dτ and dv are the differences in D, τ, and ν at two different hemodynamic states produced by two different temperature states. Their findings suggest that over a temper ature range of 35°-25°C, normal subjects experience 0.05/°C reduction in cross-sectional area while Raynaud subjects experience a reduction of 5.8%/°C.
The results, based on findings in 13 subjects, suggest that Doppler ultrasound can differentiate persons with Raynaud's phenomenon from normal subjects. Additionally, the hydraulic model appears to offer the potential of assessing relative stenotic area in other arterial obstructive diseases.
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