The growth th instabilities that develop during growth on Si substrates lea
d to a sinusoidal-like morphology. In this paper we investigate the role of
the two main parameters that influence the development of surface undulati
ons: the surface. atomic configuration of the substrate and the external st
ress applied to the growing film. We characterize the amplitude and the cor
relation length of the surface profiles by reflectivity measurements, high
resolution electron microscopy (HREM) and atomic force microscopy (AFM). Co
ncerning the role of the atomic configuration, we performed a series of exp
eriments on various substrate misorientations (from Si(111) to high miscut
angles). We show that a critical step density is necessary for the nucleati
on of the instability. Indeed, we find that both Si and Si1-xGex deposits p
resent a perfect 2D surface when grown on singular Si(111). In contrast, in
the same experimental conditions, instabilities develop on vicinal substra
tes from a misorientation of 2 degrees and amplify with the miscut angle up
to 10 degrees off. Concerning the effect of stress, we find that the biaxi
al compressive stress applied to the growing film during Si1-xGex heteroepi
taxy dramatically enhances the instability development. Indeed, if we compa
re the growth modes of Si and Si1-xGex (x = 0.3) on 10 degrees off Si(111)
we find that a 10 nm thick Si0.7Gr(0.3) layer (similar to 1.2% misfit) disp
lays an undulation comparable to that obtained for a 500 nm thick Si film.
HREM analysis shows that the undulation consists of a series of low energy
facets created by a step bunching mechanism. We suggest that the onset of t
he instability could be attributed to a change in the nature of the interac
tions between steps at a critical step density, due to local stresses at th
e step edges. The evolution of the phenomenon is then kinetically controlle
d by various kinetic factors (growth temperature, local flux variations, do
ping level, presence of H...). Ultimately, the undulatory morphology which
is a metastable state kinetically evolves towards a faceted equilibrium sha
pe. (C) 1998 Elsevier Science S.A, All rights reserved.