In 1959, Akers et al. developed an in-tube condensation model, which d
efines the all-liquid flow rate that provides the same heat transfer c
oefficient as an annular condensing flow. This liquid flow rate was ex
pressed by an ''equivalent'' Reynolds number and used in a single-phas
e, turbulent flow equation to predict the condensation coefficient. Ho
wever, the assumptions on which the equivalent Reynolds number is base
d are shown in the present work to be faulty. This results in the unde
rprediction of many researchers' data. A new equivalent Reynolds numbe
r model, based on the heat-momentum analogy, is developed in this stud
y. This model is then shown to predict the experimental Nusselt number
of 1197 data points from 18 sources with an average deviation of 13.6
4 percent. The data are for tube internal diameters between 3.14 and 2
0 m.m.