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9538 J. Phys. Chem. B, Vol. 101, No. 46, 1997
Chiang et al.
rate expression should be written for each. Reaction 2 has been
previously studied on monohydride-terminated Si(100)-(2×1)
and Si(111)-(7×7) by direct recoiling using thermally generated
atomic H and D9 and by other methods using hyperthermal H
atoms.11 Atomic H reactions with the disilane molecule have
been investigated both experimentally33 and using computational
methods.34 These results give information on the surface
abstraction and etching reactions (see Discussion section).
II. Experimental Details
MIR-FTIR studies were performed at N.Y.U. to obtain Si-H
bonding information. Kinetic studies were performed at IBM
using time-of-flight (TOF) direct recoiling (DR) spectroscopy,
or TOF DR, with mass separation of recoiled H+ and D+ ions
as described previously.9 IR characterization and kinetic results
are compared for two kinds of samples. One is a thin film of
polycrystalline Si prepared by growth at 200 °C on top of a
crystallized seed layer, which we call “polycrystalline mono-
hydride” (PMH). This designation is based on the IR spectrum,
which resembles that of the monohydride on single-crystal
surfaces (see Results section). The second sample is a film of
amorphous SiHx polymer prepared at -110 °C, which we
designate “polysilane” (PS). Both films are grown in situ on
top of the native oxide on a Si(100) sample or on top of Si
deposited on the native oxide. Before each experiment, the
sample was annealed at 600 °C, which makes a crystallized
seed layer. A fresh film was then grown for each experiment.
All films used here were prepared from Si2H6 by filament-
assisted (FA) growth using a Si2H6 pressure of 10-5 Torr with
a hot filament (temperature of ∼1550 °C, measured by an optical
pyrometer) near the sample.
Figure 1. Schematic illustration of four principal reaction pathways
for the interaction of D atoms with a silicon hydride surface: addition
(sticking), abstraction, insertion, and etching. Also shown are char-
acteristic expressions for the reaction rates of each process. See text
for discussion.
The growth flux resulting from Si2H6 plus the hot filament
has not been characterized directly. We believe that some Si2H6
is decomposed on the filament, producing a stable metal silicide
and Hat desorbing from the silicide surface. At 10-5 Torr
pressure, the mean free path of Hat exceeds 100 cm, so that
gas-phase reaction of Hat with Si2H6 is excluded. According
to this model, the growth flux consists primarily of Hat impinging
on intact, physisorbed Si2H6 molecules. For the case of FA PS
growth at -110 °C, we have demonstrated that the rate of PS
deposition increases with added D2 and that the growth rate is
roughly proportional to the D2 pressure.35 These data support
the model that at least one growth mechanism at -110 °C
involves D atoms initiating reaction of physisorbed Si2H6. At
200 °C substrate temperature (growth of the PMH film), the
surface residence time of Si2H6 is on the order of 30 µs,36 so
this same mechanism may be active for the PMH film case.
The growth mechanism will be discussed in more detail
elsewhere.35 In both chambers, Dat was generated by flowing
D2 through the chamber into a turbomolecular pump and
dissociating the gas on a tungsten filament at ∼1550 °C. The
absolute flux of Dat is unknown but is estimated as roughly 1%
of the D2 flux (ref 9, and references therein). The D2 pressure
was always 1 × 10-5 Torr, an ionization gauge reading, not
corrected for the relative ionization probability of D2, which is
0.42 with respect to N2.37
(ER mechanism) for simplicity, although both ER and Lang-
muir-Hinshelwood (LH) mechanisms are possible for etching
processes. During exposure of Si films and surfaces to Hat,
more than one of these reactions can occur simultaneously.
Also shown in Figure 1 are rate expressions. Each reaction
rate depends on the surface coverage or local concentration of
the reacting species which are -Si, H-Si, and Si-Si in
reactions 1, 2, and 3, respectively. These reactions may have
different rates in the “bulk” of a film compared to the film
surface, due to differences in the rate coefficient or the local
concentration (coverage). The rate coefficient of (1) is the
“sticking probability”, S, and is generally assumed to be near
unity. Schulze and Henzler measured S on the Si(111)-(7×7)
surface and obtained a value of 1, within 30%.31 The rate of
(2) is written in Figure 1 assuming a reaction with monohydride
(MH) species. We write the rate of (3) as kIFD{Si-Si}, where
{Si-Si} represents the coverage or bulk density of strained Si-
Si bonds, and FD the D atom flux. The rate coefficients kI will
be larger for strained Si-Si bonds compared to unstrained
bonds. In a-Si:H films, the disorder results in a distribution
(range) of Si-Si bond strengths with some weaker and some
stronger, as described by Street and co-workers.32 Weak Si-
Si bonds in a-Si:H are identified with the optical absorption at
energies just below the bandgap (the Urbach tail).15 These may
control the electronic properties of the a-Si:H. Another example
is a “backbond” between first- and second-layer Si atoms on a
reconstructed crystal Si surface.12 Modification of a-Si:H using
Hat preferentially removes the weakest Si-Si bonds, and our
experiments are most sensitive to the most reactive Si-Si bonds
(those with largest kI).
We note the difference in sampling depth of the MIR-FTIR
and TOF DR measurements. On a well-defined surface, the
two methods probe the same species. In both the PMH and PS
films, TOF DR probes the surface hydrides. The TOF DR
signal is primarily from the first layer, with some signal from
the second and third layers (due to the small incident angle of
3°). In the present MIR-FTIR experiments, the entire thin films
is probed rather than the surface layer, and the difference
between MIR-FTIR and TOF DR probe depth is most significant
for the PS film.
For simplicity, we write one example rate expression for an
ER etching reaction as kEFD{Si-SiH3}. If there are other
surface precursors to etching in addition to Si-SiH3, a similar