Despite inherent discrepancies between Doppler and catheter gradients in ao
rtic stenosis, the simplified Bernoulli equation is still the accepted noni
nvasive technique to quantitate severity. The Reynolds number is a dimensio
nless parameter that characterizes the nature of flow as being viscous, tur
bulent, or transitional. Recently, in vivo and animal studies have successf
ully used a Reynolds number-based approach to reconcile Doppler-estimated a
nd catheter-measured discrepancies. At the midrange of Reynolds number, pre
ssure recovery effects are most evident, resulting in "overestimation" of c
atheter gradients by Doppler, At the lower range of the Reynolds number vis
cous effects are important, whereas at a higher range, turbulent factors ar
e dominant; both result in a tendency toward agreement. We recorded 18 peak
instantaneous gradients from dual left ventricular catheters (15 to 95 mm
Hg), while simultaneously recording Doppler velocities before and after int
ervention in 11 pediatric patients (ages 0.5 to 16 years, mean 4.5), Dopple
r correlated but overestimated catheter-measured peak instantaneous gradien
ts (y = 0.84x + 18.4, r = 0.8, SEE +/- 15.2 mm Hg, mean percent difference
29.9 +/- 36) over the range of catheter gradients measured. Accounting for
the Reynolds number successfully collapsed delta onto a single curve. Our s
tudy confirms in a clinical setting the importance of applying fluid dynami
c principles such as the Reynolds number to explain apparent discrepancies
between catheter and Doppler gradients. These principles provide a foundati
on for developing clinically appropriate correction factors. (C) 1999 by Ex
cerpta Medico, Inc.