121913-2
Wang et al.
Appl. Phys. Lett. 97, 121913 ͑2010͒
STI
(a)
Si (001)
w
STI
(b)
(c)
h
Ge
x
FIG. 2. Bright field cross- section TEM images ͑g͓004͔͒ of InP grown in the
100 nm ͑a͒ and 200 nm ͑b͒ wide STI trenches. ͕111͖ and ͕311͖ Si facets
were obtained after Si etch with HCl vapor. TDs are confined in the bottom
of the trenches.
y
d
l
ing to the double step formation energetics on vicinal Ge
͑001͒ surfaces, to ensure the formation of Ge double steps, a
minimum step density of 0.14 nm−1 ͑equivalent to the step
ϳ4 nm ͑xϷ4 nm͒ is required.14,16 From Eq. ͑2͒, it is evi-
dent that larger h is needed for wider trenches.
FIG. 1. ͑Color online͒ Schematics of Ge surface step creation in STI
trenches of different widths. ͑a͒ STI trenches are defined on a Si ͑001͒
substrate by standard Si STI processing. ͑b͒ The Si is over etched so that a
concave surface is obtained then a thin Ge layer is deposited followed by
annealing. The zoom-in view of atomic steps on the Ge surface at the center
of a submicron trench is shown in ͑c͒. The parameters associated with
the atomic steps are shown, trench width w, atomic step height, d, terrace
width, l, and the maximum distance from the Ge surface to the reference Si
surface, h.
The concept shown in Fig. 1 is demonstrated experimen-
tally. Figure 2 shows the cross-section TEM images of 100
nm and 200 nm wide trenches after InP growth. Si ͕111͖ and
͕311͖ facets are observed after the Si recess. The sharp edges
could cause voids if InP was directly grown on the faceted Si
surface.3 The thin Ge buffer layer mitigates the sharp edges
and a relatively round surface is obtained. From the slope of
the Ge surface, we can deduce that the step density near the
trench center is significantly larger than 0.14 nm−1 in both
trenches. This rounded Ge surface is crucial for several rea-
sons. First of all, the rounded surface creates a high density
of single atomic steps. Upon annealing at a temperature
above the Ge surface roughening point, single surface steps
migrate and merge into double steps. The formation of
double steps is essential to avoid any APB formation. Sec-
ond, the rounded Ge surface removes facets and the subse-
quent InP growth follows the Ge surface in a step flow
growth mode and thus different crystal orientation can be
avoided. As a result, no void formation occurs. Finally, the
atomic steps on the rounded Ge surface facilitate InP nucle-
ation thereby retarding islanding, which results in an im-
proved InP nucleation layer. The TEM images show no trace
of APBs which means that the artificial Ge surface steps have
transformed into double steps. In addition, all the threading
dislocations ͑TDs͒ are confined at the bottom of the trench.
With the suppression of APBs and by the extended defect
necking effect, a defect-free InP layer is obtained at the top
of the trenches.
the ͑001͒ surface still remains in the center of the trench. In
the next step, a thin Ge layer is grown on the faceted Si
surface. The Ge epitaxial layer follows the starting Si surface
but smoothens the sharp intersection between two adjacent
facets as a result of the different Ge growth rates on the
facets. To create a relatively uniform step density on the Ge
buffer layer, a bake at an elevated temperature is used. At
about 700 °C, the Ge surface roughening temperature, the
step formation energy approaches zero, facilitating surface
step formation.18 As a result of the high temperature anneal,
the Ge surface tends to evolve into a rounded continuous
surface. The atomic step density on the rounded Ge surface
can be estimated analytically by assuming a given surface
profile. In a submicron trench, the surface profile can be
considered elliptical,
x2
y2
h2
+
2
= 1,
͑1͒
w
͑ ͒
2
with w being the trench width and h the maximum distance
from the Ge surface to the reference Si surface ͓see Fig.
1͑c͔͒. x and y are the coordinates of the point of interest. The
surface step density, , is given by =͉y /d͉ with y being
the slope of the surface and d the step height. The surface
Ј
Ј
step density is,
To further confirm the absence of APBs, we performed a
TEM analysis along the length of a 200 nm trench in order
to cover a larger area. Figure 3 shows the cross-section TEM
image of the same trench as in Fig. 2͑b͒. No APBs are
observed in this long trench. Furthermore, a flat and uniform
InP layer grown on the smooth Ge buffer layer along
the complete length of the trench is obtained. This uniform
Ge layer thickness maintains the Ge surface profile and
the surface atomic step density. From Eq. ͑2͒, if the local
y
4hx
Ј
=
=
.
2
͑2͒
ͯ ͯ
ͯ ͯ
2x
w
2
d
dw ͱ1 −
͑ ͒
From Eq. ͑2͒, it can be seen that surface step density depends
on the trench width, w, as well as the maximum distance
between the Ge surface and the Si reference level, h.
In general, the Ge surface step density at the edge of the
trench is much larger than that at the trench center. Accord-
129.21.35.191 On: Thu, 18 Dec 2014 19:28:57