In this paper we investigate computationally a metalorganic chemical v
apor deposition reactor. Our model combines a three-dimensional soluti
on of the coupled Navier-Stokes/energy equations in a vorticity-veloci
ty form, new and accurate multicomponent transport algorithms, and det
ailed finite rate chemistry in the gas phase and on the crystal surfac
e. We apply a modified Newton method along with efficient Jacobian eva
luation and linear algebra procedures in order to obtain a numerical s
olution. The present study focuses primarily on film uniformity and ca
rbon incorporation levels. Our numerical results show the critical imp
ortance of transport modeling for an accurate description of the growt
h process. Furthermore, three growth regimes arise as a function of su
sceptor temperature: a kinetics-controlled regime at low temperatures,
a diffusion-controlled regime at intermediate temperatures, and a des
orption-controlled regime at high temperatures. These results are furt
her supported by a sensitivity analysis with respect to both gas phase
and surface chemistry.