The maximum flow length of a polymer for a given set of processing con
ditions is important in injection molding to avoid incomplete mold fil
ling. Experimental analysis, using various processing conditions, can
generate the actual influence of processing conditions on the maximum
flow length. However, the experimental determination of the flow lengt
h for all known industrial polymers would be time consuming and expens
ive. A non-Newtonian, nonisothermal model of mold filling was develope
d to evaluate the flow length without requiring large amounts of compu
tation time. The model implements the use of both a temperature and sh
ear rate-dependent viscosity as well as viscous heating. This paper pr
esents the model and its numerical implementation, followed by simulat
ion results. The model is compared with other simulation programs and
experimental results using both an amorphous Styron 484-27 polystyrene
and a semicrystalline 640I polyethylene in a spiral mold geometry. Go
od agreement between the three is observed.