Raul Zazpe1, Martin Knaut2, Hanna Sopha1, Ludek Hromadko1, Matthias Albert2, Jan Prikryl1, V Gärtnerová3, Johann W Bartha2, Jan M Macak1. 1. Center of Materials and Nanotechnologies, Faculty of Chemical Technology, University of Pardubice , Nam. Cs. Legii 565, 53002 Pardubice, Czech Republic. 2. Institute of Semiconductors and Microsystems and Center for Advancing Electronics Dresden (cfaed), Noethnitzer Str. 64, Technische Universität Dresden , 01062 Dresden, Germany. 3. Laboratory of Nanostructures and Nanomaterials, Institute of Physics of the CAS , v.v.i., Na Slovance 2, 182 21 Prague 8, Czech Republic.
Abstract
We present an optimized approach for the deposition of Al2O3 (as a model secondary material) coating into high aspect ratio (≈180) anodic TiO2 nanotube layers using the atomic layer deposition (ALD) process. In order to study the influence of the diffusion of the Al2O3 precursors on the resulting coating thickness, ALD processes with different exposure times (i.e., 0.5, 2, 5, and 10 s) of the trimethylaluminum (TMA) precursor were performed. Uniform coating of the nanotube interiors was achieved with longer exposure times (5 and 10 s), as verified by detailed scanning electron microscopy analysis. Quartz crystal microbalance measurements were used to monitor the deposition process and its particular features due to the tube diameter gradient. Finally, theoretical calculations were performed to calculate the minimum precursor exposure time to attain uniform coating. Theoretical values on the diffusion regime matched with the experimental results and helped to obtain valuable information for further optimization of ALD coating processes. The presented approach provides a straightforward solution toward the development of many novel devices, based on a high surface area interface between TiO2 nanotubes and a secondary material (such as Al2O3).
We present an optimized approach for the deposition of Al2O3 (as a model secondary material) coating into high aspect ratio (≈180) anodic TiO2 nanotube layers using the atomic layer deposition (ALD) process. In order to study the influence of the diffusion of the Al2O3 precursors on the resulting coating thickness, ALD processes with different exposure times (i.e., 0.5, 2, 5, and 10 s) of the trimethylaluminum (TMA) precursor were performed. Uniform coating of the nanotube interiors was achieved with longer exposure times (5 and 10 s), as verified by detailed scanning electron microscopy analysis. Quartz crystal microbalance measurements were used to monitor the deposition process and its particular features due to the tube diameter gradient. Finally, theoretical calculations were performed to calculate the minimum precursor exposure time to attain uniform coating. Theoretical values on the diffusion regime matched with the experimental results and helped to obtain valuable information for further optimization of ALD coating processes. The presented approach provides a straightforward solution toward the development of many novel devices, based on a high surface area interface between TiO2 nanotubes and a secondary material (such as Al2O3).
Over the past 20 years, self-organized
valve metal oxide nanoporous
or nanotubular structures have attracted huge scientific and technological
attention, due to their unique architecture and intriguing properties.
In particular, this accounts for nanoporous anodic alumina[1,2] and nanotubular anodic titania[3−6] prepared by a low-cost electrochemical anodization
of corresponding metal substrates. Nanoporous alumina, typically in
the form of membranes, has been mainly employed as the templating
or supporting material for synthesis of various functional materials
and devices.[7−12] In contrast to nanoporous alumina, TiO2 nanotube layers
have been exploited for a significantly larger number of applications,
owing to the semiconductive nature of TiO2, unique tubular
architecture, and chemical stability. Outstanding performance of TiO2 nanotubes was revealed mainly in photocatalysis, solar cells,
self-cleaning, and biomedical fields[13−15] among others. Significant
and valuable efforts were carried out to tune the aspect ratio of
the nanotubes,[5,6,16−18] to improve the tube ordering,[19−24] crystallinity,[25−29] and to prepare tube layers on various substrates, including conductive
glasses[30−32] for various functional devices. On the other hand,
comparably smaller efforts were devoted to obtain a uniform coating
of the tubes with a secondary material, such as metals, oxides (including
those with semiconducting properties), quantum dot materials, conducting
polymers, or chalcogenides. Until now, numerous deposition approaches
were reported to coat or fill the interior parts of the nanotubes,
including electrodeposition,[33−36] chemical bath deposition,[37−40] spin-coating,[41,42] sputtering,[43−45] and atomic layer deposition (ALD). While ALD is one
of the most promising deposition techniques for its excellent homogeneity
and thickness accuracy, there have been only few reports published
employing this technique for an introduction of the secondary material
in the nanotube layers.[46−53] In particular, ALD has recently been reported for the deposition
of Al2O3, as a secondary material, onto TiO2 nanotubular structures for enhanced water splitting[52] and more efficient dye sensitized solar cells.[53] The Al2O3 coating resulted
in an improvement of the electrochemical and photovoltaic performance
displayed, both ascribed to the passivation of the surface states
that leads to a reduction of the electron–hole recombination
rate at the surface of the TiO2 nanotube layer electrode.
On the other hand, these two reports[52,53] did not provide
any information about the influence of ALD parameters (especially
precursor diffusion times) on the overall coating nor did it contain
any quartz crystal microbalance data. Nevertheless, these publications
confirm that an introduction of the secondary material in the nanotubes,
by a very uniform and precisely controllable deposition process, results
in many advanced functionalities of the newly prepared composite TiO2-based nanotube layers, similarly as it did for nanoporous
materials.[54,55] This can be especially true for
high aspect ratio TiO2 nanotube layers that are even more
promising for applications than their lower aspect ratio counterparts.[13−15] However, coating of high aspect ratio nanostructures is relatively
time-consuming and demanding in terms of precursor doses.[54,56] Thus, to avoid unnecessarily long processes and consumption of expensive
precursor(s), the optimization of the ALD coating of high aspect ratio
TiO2 nanotube layers with secondary materials is highly
demanded. It was only recently shown by Macak et al. that nanotube
layers with an aspect ratio of ∼80 can obtain a uniform In2O3 coating along the interiors of TiO2 nanotube layers resulting in significantly enhanced antireflection
performance.[51] However, the diffusion of
the precursors was far from being optimized and the resulting coating
had unequal thickness along the tube walls. Nevertheless, this paper
indicated how crucial it is to enable within the ALD process the proper
diffusion of the precursors inside the nanotubes to achieve the same
coating thickness throughout the whole nanotube layer.Thus,
in the present work, a detailed study on the deposition process
to achieve a uniform coating of very high aspect ratio TiO2 nanotube layers (≈180) with a secondary material by ALD is
reported for the first time including detailed SEM analyses of the
coatings. The aspect ratio in this work is considered as the ratio
between the nanotube layer thickness (20 μm) and the average
tube diameter (110 nm) at the top of the nanotube layer. Thus, it
accounts for approximately 180. As a model secondary material, aluminum
oxide (Al2O3) was deposited from trimethyl-aluminum
(TMA) and water precursors. To study the influence of the TMA diffusion
time on the thickness of the Al2O3 coating along
the walls of TiO2 nanotubes, different TMA exposure times
during the process were employed. A thorough scanning electron microscopy
(SEM) analysis was employed to evaluate the coating thickness of the
interior nanotube surface at different depth levels inside the nanotube
layer: top, near top, center, and bottom. In addition, quartz crystal
microbalances (QCMs) with attached TNT membranes were employed to
monitor the ALD process in the TNTs. This novel approach enables essentially
a more detailed understanding of the applied coating process and provides
new insights into the demands and challenges of ALD coating of high
aspect ratio nanostructures. Finally, the theoretical minimum TMA
precursor exposure time was calculated in order to get a deeper insight
on the deposition process of a secondary material inside the tubes.
Experimental Section
The TiO2nanotube layers, with a thickness of ∼20
μm and a nanotube diameter of ∼110 nm (AR ≈ 180),
were prepared by anodization of Ti foils (Sigma-Aldrich, 0.127 mm
thick, 99.7% purity) at 60 V for 4 h (the sweep rate was 1 V/s). Prior
to the anodization, the Ti foils were degreased by sonication in isopropanol
and acetone and then rinsed with isopropanol and dried in air. The
anodization itself was carried out at room temperature in an ethylene
glycol electrolyte containing 170 mM NH4F (both Sigma-Aldrich,
reagent grade) and 1.5 vol % deionized water. Before the first use,
the electrolyte was aged for 9 h (for details, see ref (57)). The electrochemical
cell consisted of a high-voltage potentiostat (PGU-200V, Elektroniklabor
GmbH) in a two-electrode configuration, with a Pt foil as the counter
electrode and a Ti foil as the working electrode. After anodization,
the Ti foils were rinsed and sonicated in isopropanol and dried in
air.The nanotube Al2O3 coating was achieved
using
an ALD process carried out in a cross-flow process chamber manufactured
by FHR Anlagenbau. Trimethylaluminum (TMA, STREM, 98% purity) and
deionized water have been evaporated and delivered by bubbling 50
sccm argon carrier gas through stainless steel bubblers at 16 and
35 °C bubbler temperatures, respectively. The process chamber
temperature was set to 200 °C, while pressure was kept at 50
Pa, by controlling pumping power by a butterfly valve. The ALD process
consisted of 200 cycles at a deposition temperature of 200 °C,
with TMA and H2O as precursors in alternating pulses. Argon
was used as carrier and purging gas. The nominalAl2O3 coating thickness was 27 nm. The application of different
exposure times of 0.5, 2, 5, and 10 s for the Al precursor (TMA) allowed
us to evaluate the influence of the TMA precursor diffusion time on
the degree of coating of the tube’s interior. Due to the higher
viscosity of the oxidizing precursor (H2O), the exposure
time was set for 10 s for all processes and it was long enough to
attain the saturation of the whole nanotube layer. Purging times for
both precursors were set up long enough (20 s for all processes) to
ensure their proper elimination from the ALD chamber and to avoid
any undesirable gas reaction between the precursors.The QCM
measurements were carried out using an Inficon SQM-160
QCM controller and standard 6 MHz AT-cut quartz crystals. IdenticalTiO2 nanotube layers (dimensions, aspect ratio) to those
subjected to main ALD runs were employed as QCM detector substrates.
To prepare stable and robust nanotube-based QCM crystals, free-standing
nanotube layers had to be obtained first by dissolution of Ti substrate
using Br2–MeOH solution.[58] In the next step, the layers were quantitatively transferred and
attached on the conventional QCM crystal (14 mm diameter, gold coated,
CNT06RCIG, Colnatec) using a small amount of polymeric binder (ethanolic
solution containing 9 wt % polyvinylpyrrolidone, 2 μL per crystal).The structural characterization of the TiO2 nanotube
layers before and after ALD runs was carried out by a field-emission
scanning electron microscope (FE-SEM JEOL JSM 7500F) and a scanning
transmission electron microscope (STEM, FEI Tecnai F20 X-Twin) fitted
with a high angle annular dark field (HAADF) detector and operating
at 200 kV. The cross-sectional views were obtained from mechanically
bent samples. Due to the rupture of the nanotube layers by this bending,
it was possible to visualize nanotubes within the layers and coatings
within nanotubes in various directions and nanotube layer depths.
These visualizations allowed detailed analyses and measurements of
nanotube wall thicknesses and inner nanotube diameters from the very
top to the very bottom. Dimensions of the inner diameters and wall
thicknesses of the nanotubes were measured and statistically analyzed
by NanoMeasure software. Average values and standard deviations were
calculated for all the measurements performed. It turned out from
these analyses that the nanotube inner diameter, nanotube wall thickness,
and nanotube layer depth are strictly related. Hence, the nanotube
depth (relevant for the measurement of the Al2O3 coating thickness) can be determined from either nanotube wall thickness
or inner nanotube diameter values.
Results and Discussion
High aspect ratio (≈180) TiO2 nanotube layers
were fabricated by anodic oxidation of Ti substrates (for details,
see the Experimental Section). The thickness
of the nanotube layer was ∼20 μm, and the inner nanotube
diameter at the top of the nanotube layer was ∼110 nm. Figure a shows a cross-sectional
image of the TiO2 nanotube layer obtained from mechanically
bent TiO2 nanotube layers introducing the four nanotube
depth levels: top, near top, center, and bottom. Due to the rupture
of the nanotube layer (upon the layer bending), it was possible to
image individual nanotubes (and measure their dimensions) at different
depths, provided that the absolute depth (from the top of the layer)
was very precisely monitored, as described in the Experimental Section. Figure b provides a schematic cross section of the nanotube
structure, with a gradient in the nanotube wall thickness. Due to
this gradient, the inner diameter tube decreases from the top to the
bottom of the nanotube layer so there is a corresponding tube diameter
gradient. The unique capabilities of ALD for a uniform deposition
of a secondary material into nanotubes were utilized for the nanotube
coating with Al2O3 using trimethyl-aluminum
(TMA) and H2O precursors (for further information, see
the Experimental Section). In order to evaluate
the influence of the TMA precursor diffusion time on the degree of
coating of the tube’s interior, different TMA exposure times
of 0.5, 2, 5, and 10 s were applied. The diffusion time of the oxidizing
H2O precursor and purging times for both precursors were
kept constant for 10 and 20 s, respectively, throughout the whole
work.
Figure 1
(a) Cross-sectional SEM image of the 20 μm thick TiO2 nanotube layer with four different depth levels introduced
in this work. (b) Cross-sectional profile of the nanotubes showing
a gradient in the inner tube diameter and the Al2O3 coating of the tube interiors.
(a) Cross-sectional SEM image of the 20 μm thick pan> class="Chemical">TiO2 nanotube layer with four different depth levels introduced
in this work. (b) Cross-sectional profile of the nanotubes showing
a gradient in the inner tube diameter and the Al2O3 coating of the tube interiors.Figure shows
SEM
images of the TiO2 nanotube layer coated by Al2O3, using ALD and 5 s TMA exposure time. Figure a–d shows Al2O3-coated TiO2 nanotubes at different depth
levels of the nanotube layers indicated in Figure . Further evidence of Al2O3 continuous coatings within nanotubes is given in Figure e, which shows Al2O3 coatings protruding out of TiO2 nanotubes
cracked across their wall and in Figure f which shows Al2O3 coatings embedded within TiO2 nanotubes cracked along
their walls. From all of these images, it is evident that the Al2O3 coating was homogeneous, pinhole-free, and conformalall along the nanotubes.
Figure 2
SEM images of TiO2 nanotubes coated
by Al2O3 using ALD with 5 s TMA exposure time.
Images taken
at four depth levels: (a) top, (b) near top, (c) center, and (d) bottom.
Further evidence of Al2O3 continuous coatings
within nanotubes: (e) Al2O3 coatings protruding
out of nanotubes cracked across their wall and (f) Al2O3 coatings embedded within nanotubes cracked along their walls.
The scale bar represents a distance of 100 nm.
SEM images of TiO2 nanotubes coated
by Al2O3 using ALD with 5 s TMA exposure time.
Images taken
at four depth levels: (a) top, (b) near top, (c) center, and (d) bottom.
Further evidence of Al2O3 continuous coatings
within nanotubes: (e) Al2O3 coatings protruding
out of nanotubes cracked across their wall and (f) Al2O3 coatings embedded within nanotubes cracked along their walls.
The scale bar represents a distance of 100 nm.In addition, analysis of tube layers confirmed the complete
coating
of the nanotube interiors by Al2O3 for all used
exposure times. On the basis of SEM images, Al2O3 coating thicknesses, TiO2 nanotube wall thicknesses,
and TiO2 nanotube diameters were measured and statistically
analyzed by NanoMeasure software. Average values and standard deviations
were calculated for all the measurements performed. The nanotube diameter
and wall thickness are directly linked with the depth of the nanotube
layers. Thus, it was possible to obtain the dependence of both values
on the depth of the nanotube layers that was with an advantage used
in the identification of the actual depth, used in Figure .On the basis of the
SEM visualization and the performed statistical
evaluation, two main features can be observed in Figure . First, the characteristic
nanotube V-shape shown in Figure b is clearly reflected in the progressive tube inner
diameter, narrowing with an increasing depth of the nanotubes. Second,
it is noteworthy that a decreasing thickness of the Al2O3 coating was observed at the deepest parts in all the
cases studied.Figure a shows
the Al2O3 coating thickness measured for all
the exposure times as a function of both the inner nanotube diameter
and the nanotube depth, as described in the Experimental
Section. Therein, it can be observed how the coating thickness
decreased from a nominal value of ∼27 nm to lower values at
the deepest parts of the nanotubes. In the case of samples with short
exposure times (0.5 and 2 s), it is ascribed to an insufficient exposure
time of the precursors to coat the deepest levels of the tubes. In
principle, in a deposition process beyond the diffusion boundary,
a drop of the coating thickness would be noticeable, as it is clearly
perceived in Figure b,c for short exposure times (0.5 and 2 s). In contrast, the Al2O3 coating thickness for long exposure time (5
and 10 s) at the deepest levels of tubes decreases, as it is physically
limited within a narrowing inner tube diameter, as a consequence of
the tube wall thickness gradient (as shown in Figure b). In other words, the coating cannot grow
thicker, as there is no available space for it due to the narrow inner
tube diameter. Therefore, the reduction in the Al2O3 coating thickness stems from morphological limitations, and
not from an insufficient precursor diffusion time, as shown in Figure d,e, where the Al2O3 coating nearly fills the tube interiors, leaving
a hole with a diameter of a few nanometers in the coating. Overall,
the analysis of the SEM images confirmed the successful homogeneous
and conformal coating process of the interior tube surface by a secondary
material (Al2O3).
Figure 3
(a) Thickness of Al2O3 coating (by ALD) as
a function of the inner TiO2 tube diameter and tube depth
(0 μm stands for the top part of the tube layer and 20 μm
for the bottom part). SEM images taken from nanotube layers for the
different TMA exposure times at the tube bottom parts: (b) 0.5 s,
(c) 2 s, (d) 5 s, and (e) 10 s. The scale bar represents a distance
of 100 nm.
(a) Thickness of Al2O3 coating (by ALD) as
a function of the inner TiO2 tube diameter and tube depth
(0 μm stands for the top part of the tube layer and 20 μm
for the bottom part). SEM images taken from nanotube layers for the
different TMA exposure times at the tube bottom parts: (b) 0.5 s,
(c) 2 s, (d) 5 s, and (e) 10 s. The scale bar represents a distance
of 100 nm.In situ QCM measurements were
carried out to monitor the ALD process,
in particular the variation of the mass increment per cycle. IdenticalTiO2 nanotube layers to those layers subjected to main
ALD deposition runs (shown in Figures and 3) were employed as QCM
detector substrates. This
was done in order to ensure the full compatibility and compliance
of the results obtained from QCM with the results of ALD runs. To
carry out QCM measurements without the damage or loss of the nanotube
layer, stable and robust nanotube-based QCM crystals were prepared
using a tailored route (see the Experimental Section for details).Figure a shows
the QCM results (expressed as the frequency change) from two sets
of consecutive ALD cycles registered during two different stages of
the Al2O3 coating process. The QCM staircase
resulted from the alternating TMA and H2O pulses injected
into the deposition chamber during the Al2O3 coating process, which took place in discrete steps. Parts b and
c of Figure show
essentially the same data but expressed as the mass increase and cumulative
mass, respectively, after recalculation using Sauerbrey’s equation
with standard quartz crystal properties.[59] From these plots, it is clear that the QCM measurements displayed
the frequency of the mass variation on the sample after each precursor
exposure. As is particular evident from Figure b and c, the major mass gain occurred during
the TMA exposure time followed by a slight mass gain after the H2O exposure period. The slight decrease in mass after the H2O exposure time has been accounted for recombination of surface
hydroxyl groups or desorption of molecular water.[60]
Figure 4
QCM measurements showing the frequency change per cycle as a function
of the deposition time, recorded during Al2O3 coating of the TiO2 nanotube layer for 10 s TMA exposure
time, expressed as (a) the frequency change, (b) the mass increase,
and (c) cumulative mass uptake that corresponds to the TMA and H2O exposures (as indicated by arrows), and (d) normalized comparison
of TMA saturation curves. For comparison, two different stages of
the coating process (corresponding to a specific number of cycles)
are shown here. The inset in part d shows a SEM image revealing the
clogging of the intertube space by the Al2O3 coating.
QCM measurements showing the frequency change per cycle as a function
of the deposition time, recorded during Al2O3 coating of the TiO2 nanotube layer for 10 s TMA exposure
time, expressed as (a) the frequency change, (b) the mass increase,
and (c) cumulative mass uptake that corresponds to the TMA and H2O exposures (as indicated by arrows), and (d) normalized comparison
of TMA saturation curves. For comparison, two different stages of
the coating process (corresponding to a specific number of cycles)
are shown here. The inset in part d shows a SEM image revealing the
clogging of the intertube space by the Al2O3 coating.QCM measurements in Figure b and c show a higher mass
uptake during the first stage of
the coating process (cycles 11–15) than for a posterior stage
(cycles 75–79). The decrease of the deposited mass can be assignpan>ed
to the reduction of the available surface within the nanotube layer.
This is further clear from Figure d that shows a normalized comparison of the TMA saturation
between ALD cycles 11 and 75. It shows a faster TMA surface saturation
at cycle 75 than at cycle 11, and that is a clear proof of reduced
surface area. This surface reduction can be described by the following
physical scenario. At the initial cycles of the ALD process, the Al2O3 coating was deposited both on the exterior and
interior TiO2 nanotube surface. However, a progressive
clogging of the intertube space occurred with increasing number of
cycles due to the growth of the Al2O3 coating,
which gradually hampered the diffusion of the precursor molecules
toward the exterior surface of the tubes. Once the Al2O3 coating clogged the intertube space, the deposition processes
continued only on the top and within the interior TiO2 nanotube
surfaces but no longer on the exterior surface. Such reduction of
the available surface for Al2O3 coating was
reflected on a lower uptake mass per cycle (cycles 75–59).
The clogged intertube space regions by the deposited Al2O3 coating were clearly distinguishable, as demonstrated
in the SEM inset in Figure d, where also the Al2O3 coating was
discerned onto the exterior and interior surfaces of the nanotubes.
The Al2O3 coating on the external nanotube surface
was very thin. It could not grow thicker due to the clogging of the
intertube space. On the basis of the QCM results shown in Figure , it also has to
be pointed out that exposure times longer than 10 s did not have any
beneficial effect on the coating of the nanotubes and only led to
unnecessary prolongation of the ALD process time.All of these
results verified the scenario describing the decreasing
mass uptake into the TiO2 nanotube layer, resulting from
the reduction of its available surface, caused by the clogging of
the intertube space. After the intertube clogging had been reached,
the frequency per cycle reached a quasi-plateau (cycles 75–79
shown in Figure a)
related to an exclusive Al2O3 coating on the
top, and within the interiors of the nanotubes. Using this quasi-plateau
process, parameter variations have been carried out to determine the
required TMA and H2O doses, as well as the impact of process
temperature and pressure (data not shown here). Overall, these QCM
measurements were insightful for the characterization of the Al2O3 coating processes carried out within the nanotube
layers by ALD.In addition, theoretical calculations were performed
(i) to determine
the minimum exposure time to achieve the uniform deposition in the
high aspect ratio nanotubes and (ii) to get a deeper understanding
on the Al2O3 coating process by ALD. We based
the theoretical calculations on the work of Elam et al.[56] who used nanoporous anodic alumina membranes
as an ideal template for exploring a thin film deposition by ALD into
a high aspect ratio structures. They obtained, by Monte Carlo simulations,
a mathematical expression that describes the complete and conformal
coverage on high aspect ratio nanostructures in the diffusion-limited
regime, and provides the minimum exposure time required for such.
The mathematical expression described by Elam et al. is as followswhere t is the time
in seconds, P is the reactant pressure in Torr, m is
the mass of the reactant molecule (TMA) in amu (72), Γ is the
density of ALD reactive sites in 1015 cm–2 (0.2391), d (11 nm) is the tube diameter, and L (20 μm) is the nanotube length. The density of reactive
sites was calculated from the density of the coating (3.0 g cm–3) and the ALD growth rate. The calculation of the
minimum exposure criterion should be estimated from the final aspect
ratio of the nanotubes following the complete deposition. In our case,
due to the characteristic tube interior diameter gradient, a nanotube
layer depth with a diameter of 65 nm was considered, which after a
nominal deposition of 27 nm leads to a final tube diameter of 11 nm.
The selection of a nanotube layer depth level appropriate to this
diameter was not trivial. It had to fulfill two main conditions. First,
the selected nanotube layer depth must not have clogged so that the
precursor diffusion could continue during the whole deposition process.
Second, the selected nanotube layer depth should be as deep as possible
to preserve the high aspect ratio characteristic of the structure.
Nanotube layer depths deeper than the selected one did not satisfy
the first condition, as they clogged before the deposition process
was completed. No precursor diffusion could take place there. On the
other hand, shallower nanotube layer depths did not fulfill the second
condition.Due to the configuration of the ALD facility, it
was not possible
to determine the TMA partial pressure value required for the theoretical
calculation of the minimum exposure time to obtain uniform coating
in the high aspect ratio nanotubes. The precursor TMA was injected
into the deposition chamber together with Ar carrier gas, and the
total pressure value was known to be 50 Pa. Thus, eq , considering the exposure time
as a variable, allowed us the advantage of calculating the TMA partial
pressure for different exposure times. TMA partial pressure values
for exposure times of 2, 3, 4, and 5 s were calculated. It was revealed
that the TMA partial pressure values (just below 50 Pa) corresponded
to exposure times between 4 and 5 s. Shorter exposure times were ruled
out, as they led to higher TMA partial pressure than the total set
pressure (50 Pa). Thus, the calculated exposure times matched coherently
with the experimental data shown and discussed in Figures and 4.The predicted minimum exposure times are only valid in the
diffusion-limited
regime, i.e., in the limit that S ≫ H, where the reactive sticking coefficient, S, is much greater than the hopping coefficient, H. The hopping coefficient value is a function of the aspect ratio
of the structure, H = 16(d/L)2, while the reactive sticking coefficient[60] for Al2O3 coating by ALD
is S = 1 × 10–3. The corresponding
hopping coefficient H is 4.84 × 10–6, and therefore, the condition of S ≫ H is fulfilled. Thus, the predicted minimum exposure time
can be considered valid and the diffusion-limited regime can be identified
for the presented ALD process in this work.Finally, in order
to assess the quality of the Al2O3 coating,
scanning transmission electron microscope (STEM)
analyses were carried out. Highly uniform, continuous, and pinhole-free
Al2O3 coatings on the inner wall of the TiO2 nanotube were confirmed by STEM imaging of individual nanotubes,
as shown in Figure which shows a fragment of the nanotube from the upper part (Figure a) and from the bottom
part (Figure b) of
the TiO2 nanotube layer. In particular, the high magnification
STEM images of the nanotubes clearly reveal the TiO2 walls,
continuous Al2O3 coating on both the inner and
outer TiO2 walls, and the gap (pore) in the tube center
that can also be seen from SEM images shown as insets (and as essentially
demonstrated in Figure ).
Figure 5
STEM-HAADF images of fragments of Al2O3 coated
TiO2 nanotubes taken from the (a) the upper part and (b)
the bottom part of the TiO2 nanotube layer. The dash-dot
lines exhibit the geometrical center axis of the nanotubes. Interfaces
between individual parts of the tubes are distinguished by solid lines
and appropriate description. Insets show SEM images of corresponding
tube parts, where arrows indicate the direction of the STEM imaging
through the whole tube.
STEM-HAADF images of fragments of Al2O3 coated
pan> class="Chemical">TiO2 nanotubes taken from the (a) the upper part and (b)
the bottom part of the TiO2 nanotube layer. The dash-dot
lines exhibit the geometrical center axis of the nanotubes. Interfaces
between individual parts of the tubes are distinguished by solid lines
and appropriate description. Insets show SEM images of corresponding
tube parts, where arrows indicate the direction of the STEM imaging
through the whole tube.All in all, from all presented results, it is clear that
ALD with
optimized diffusion of precursors can be used for the preparation
of a range of coatings with different thicknesses and diverse compositions.
From this point of view, Al2O3 should only be
considered as a model material. Many more different materials, such
as other oxides, sulfides, nitrides, carbides, etc., can be deposited
inside the TiO2 nanotubes (or virtually any high aspect
ratio porous nanostructure) by means of ALD, yielding new functionalities.
The results presented here serve as the proof-of-principle that ALD
is a completely viable tool to prepare uniform coatings within nanotube
layers with a thickness, that can be driven by the ALD operator and
that stems from the desired application of the coating. It further
expands the application portfolio of high aspect ratio TiO2 nanotubes that were already successfully utilized for water-splitting,
photocatalysis, dye-sensitized solar cells, etc.[61−63]
Conclusion
In conclusion, an optimization of the ALD coating process of very
high aspect-ratio (≈180) TiO2 nanotubular structures
by Al2O3 was successfully carried out. The influence
of the diffusion time of the TMA precursor on the Al2O3 coating was studied during the deposition processes. SEM
inspection verified that short TMA exposure times (0.5 and 2 s) led
to inhomogeneous coating. In contrast, a homogeneous coating of the
nanotube interior was achieved by longer TMA exposure times (5 and
10 s). The QCM results pointed out on the clogging of the intertube
space at an early stage of the coating process. This clogging was
confirmed by detailed SEM analysis. The intertube clogging led to
a decrease of the available area and hence to a decrease of the mass
uptake, as reflected by the changes within the QCM measurements. Additionally,
theoretical exposure minimum time for a complete and uniform coating
within the TiO2 nanotubular layers was calculated. Theoretical
and experimental results clearly matched the diffusion-limited regime
at the deposition process, and helped to gain important information
for the application of the optimum deposition conditions, in high
aspect ratio nanotubular structure. Finally, uniform, continuous,
and pinhole-free Al2O3 coating on the inner
wall of the TiO2 nanotubes were confirmed by STEM images.
These promising results motivate us to further optimize the ALD process
toward coatings or complete inner fillings of even higher aspect ratio
nanotube layers with various secondary materials. Such composite nanotube
layers could open a promising pathway for further exploration of the
exceptional inherent properties of self-organized nanotube TiO2 layers.
Authors: Loïc Assaud; Nicolas Brazeau; Maïssa K S Barr; Margrit Hanbücken; Spyridon Ntais; Elena A Baranova; Lionel Santinacci Journal: ACS Appl Mater Interfaces Date: 2015-10-27 Impact factor: 9.229
Authors: Hanna Sopha; Inam Mirza; Hana Turčičova; David Pavlinak; Jan Michalicka; Milos Krbal; Jhonatan Rodriguez-Pereira; Ludek Hromadko; Ondřej Novák; Jiří Mužík; Martin Smrž; Eva Kolibalova; Nathan Goodfriend; Nadezhda M Bulgakova; Tomáš Mocek; Jan M Macak Journal: RSC Adv Date: 2020-06-09 Impact factor: 3.361
Authors: Raul Zazpe; Jan Prikryl; Viera Gärtnerova; Katerina Nechvilova; Ludvik Benes; Lukas Strizik; Ales Jäger; Markus Bosund; Hanna Sopha; Jan M Macak Journal: Langmuir Date: 2017-03-21 Impact factor: 3.882
Authors: Hyo Jin K Kim; Kirsten E Kaplan; Peter Schindler; Shicheng Xu; Martin M Winterkorn; David B Heinz; Timothy S English; J Provine; Fritz B Prinz; Thomas W Kenny Journal: ACS Appl Mater Interfaces Date: 2019-02-20 Impact factor: 9.229