The morphology and structure of sexithiophene deposited on KCl (100) substrates was investigated by scanning force microscopy and specular X-ray diffraction measurements. Two different needle-like structures with {010} and {4̅11} contact planes have been observed as well as islands of almost upright standing sexithiophene molecules with a {100} contact plane. Furthermore an azimuthal alignment of all three crystal orientations was observed by X-ray diffraction pole figure measurements, and the growth directions reflect the 4-fold rotational symmetry of the substrate surface. In addition the analysis of crystals with {4̅11} and {100} contact planes unveiled that they share a common crystallographic direction which is explained by ledge directed epitaxy.
The morphology and structure of sexithiophene deposited on KCl (100) substrates was investigated by scanning force microscopy and specular X-ray diffraction measurements. Two different needle-like structures with {010} and {4̅11} contact planes have been observed as well as islands of almost upright standing sexithiophene molecules with a {100} contact plane. Furthermore an azimuthal alignment of all three crystal orientations was observed by X-ray diffraction pole figure measurements, and the growth directions reflect the 4-fold rotational symmetry of the substrate surface. In addition the analysis of crystals with {4̅11} and {100} contact planes unveiled that they share a common crystallographic direction which is explained by ledge directed epitaxy.
In recent years a lot of effort has been
undertaken in order to
prepare and investigate ordered structures of π-conjugated organic
molecules on nanoscopic and mesoscopic scales. The interest of both
fundamental and applied science was mainly driven by the goal to understand
and improve the properties of materials used for organic electronics
(e.g., light emitting diodes,[1−3] field effect transistors[4−6] and solar cells[7,8]) and to establish novel systems
for optical applications (e.g., waveguiding and lasing[9−13]). Frequently small rodlike molecules like oligothiophenes, oligoacenes
and oligophenylenes have been selected as model systems. In the group
of oligothiophenes sexithiophene (6T) has shown interesting high quality
properties like a charge carrier mobility of up to 0.1 cm2/(V s).[14,15] Consequently there has been an interest
in understanding the growth mechanism of such molecules on well-defined
model substrates like single crystalline Cu,[16] sheet silicates[17] or patterned SiO2.[18]The study in this paper
aims at providing a conclusive picture
of the formation of 6T nanostructures by an in-depth analysis of the
growth on an alkali-halide single crystal, namely potassium chloride
(KCl).
Experimental Procedures
KCl Substrate
Freshly cleaved KCl has been used as
a substrate for our epitaxial studies. KCl exhibits a face centered
cubic crystal structure with a lattice constant of 6.36 Å.[19] The unit cell of the (100) surface can be described
by the 2D-space group p4mm as shown
in Figure 1. Importantly, this high symmetry
surface exhibits rotation centers of order 2 and 4 as well as mirror
and gliding planes. It is expected that the symmetry of the substrate
will be reflected in the multiplicity of epitaxial alignments of the
deposited molecules.[20]
Figure 1
(a) The (100) surface
of the KCl crystal, with the white rectangle
illustrating the surface unit cell. Smaller spheres representing Cl
atoms and bigger spheres representing K atoms. (b) The p4mm symmetry of the surface unit cell including
the respective symmetry elements.
(a) The (100) surface
of the KCl crystal, with the white rectangle
illustrating the surface unit cell. Smaller spheres representing Cl
atoms and bigger spheres representing K atoms. (b) The p4mm symmetry of the surface unit cell including
the respective symmetry elements.
Sample Preparation
The hot wall epitaxy (HWE) technique
was applied for the deposition of the organic material, which allows
the growth process to be performed close to thermodynamic equilibrium,
and in further consequence relatively high vapor pressure of the organic
deposit in the substrate region can be achieved. Therefore the requirements
concerning vacuum conditions are reduced as compared to, e.g., molecular
beam epitaxy.[21] The source material 6T
was purified twice by thermal sublimation before filling it into the
quartz tube of the HWE reactor. KCl substrates were transferred into
the deposition chamber via a load lock and subsequently preheated
at the deposition temperature (60–135 °C) for 30 min to
clean the surface from adsorbed species and to ensure a stable temperature
during the whole deposition process. The deposition was performed
thereafter under a base pressure of 9 × 10–6 mbar at a nominal deposition rate of 0.4 nm/min.
X-ray Diffraction
X-ray diffraction (XRD) measurements
were carried out on a Philips X’pert X-ray diffractometer using
Cr Kα radiation (λ = 2.29 Å) and a secondary graphite
monochromator. Specular scans were performed in Bragg–Brentano
configuration by varying the z-component of the scattering
vector q. Consequently it is possible to detect lattice
planes which are parallel to the sample surface. X-ray diffraction
pole figure measurements were performed in Schultz reflective geometry.[22] Pole figures are acquired by measuring at a
constant length of q and only varying its direction.
The Schmidt projection is used to map the poles.Based on both
the observed Bragg peaks of the specular scan and the direction of
the poles (net-plane normals) within the pole figures, the involved
crystallographic phases as well as the azimuthal alignment of the
crystallites with respect to the substrate can be identified.Simulations of XRD pole figures were performed by a custom-made
software.
Morphological Investigation
Optical microscope images
have been acquired by a Nikon Labophot 2A microscope in combination
with a Nikon Type 115 digital camera.Scanning force microscopy
(SFM) studies of the deposited organic films were performed using
a Digital Instruments Dimension 3100 in the tapping mode. The images
have been acquired at scan speeds of 4–6 μm/s using SiC
tips exhibiting a cone angle of 40°. Nominal values for resonance
frequency and tip radius are 325 kHz and 10 nm respectively.
Experimental Results
Morphological investigations
have been performed on a set of samples prepared by depositing 6T
for 30 min at various substrate temperatures ranging from 60 to 135
°C. On each sample an SFM image of the size of 10 × 10 μm2 has been collected and analyzed.Figure 2 depicts three representative images, taken on films deposited
at a substrate temperature of (a) 60 °C, (b) 90 °C and (c)
135 °C. The images reveal different structures, namely, flat
islands (visualized in green color) and needle-like structures (yellow
and red). Qualitatively it is visible that the cross-sectional area
of the needles is increasing with increasing substrate temperature.
For instance, the height of the needles is strongly increasing from
≈50 nm to maximum values of ≈400 nm. This finding is
accompanied by a reduction in the number of the needles and additionally
the number of islands is reducing with increasing substrate temperature
as well. Furthermore, cleavage steps of different sizes are found
on the surface. The biggest ones are in the order of 20 nm as visible
in the bottom right corner of Figure 2a. The
smallest size of cleavage steps is shown in profile b-2 of Figure 2 exhibiting a size of ≈4 Å, which fits
well to a monolayer of the KCl substrate.
Figure 2
10 × 10 μm2 scanning force microscopy analysis
of sexithiophene on KCl showing rendered images in highly nonlinear
color coding and profiles indicating the relevant height levels. KCl
crystallographic directions have been deduced by comparing Fourier
transformations of the images with the results from XRD analysis revealing
the orientation of needles with respect to KCl high symmetry directions.
The directions are estimated with an accuracy of ±5°. Thin
film deposition was performed at the following substrate temperatures:
(a) 60 °C, (b) 90 °C and (c) 135 °C.
10 × 10 μm2 scanning force microscopy analysis
of sexithiophene on KCl showing rendered images in highly nonlinear
color coding and profiles indicating the relevant height levels. KCl
crystallographic directions have been deduced by comparing Fourier
transformations of the images with the results from XRD analysis revealing
the orientation of needles with respect to KCl high symmetry directions.
The directions are estimated with an accuracy of ±5°. Thin
film deposition was performed at the following substrate temperatures:
(a) 60 °C, (b) 90 °C and (c) 135 °C.Taking a closer look at the cross section of the
island depicted
in profile b-3 of Figure 2, we can clearly
distinguish between different height levels and we observe a step
height of 2.2 nm. The height of the layer can be explained, because
it is close to the length of upright standing 6T molecules with their
(100) facet parallel to the surface. A comparable observation has
been reported for 6T deposited on muscovitemica.[23,24] Consequently it is reasonable to assume that these islands are composed
of upright standing molecules.In the case of the needles, differences
in height and cross-sectional
shape of the needles have been observed. For instance it was found
that some needles have an asymmetric shape with one facet that is
more steep than the other, as visible in the profile of Figure 2c. A similar finding was already reported in a previous
work of our group, where 6T has been deposited on muscovitemica.[17] Therein it was unveiled by cross-sectional transmission
electron microscopy, that structures appearing needle-like in SFM
are in reality consisting of tilted lamellae. This discrepancy is
caused by the fact that an SFM image is not only consisting of topographical
features of the surface but it is rather obtained by a convolution
of the shape of the tip and the surface. Consequently one observes
a shadow effect in the case of a tilted entity.These slight
differences do not allow assignment of the morphologies
to distinct crystallographic structures such as 6T crystals with a
{4̅11} or a {010} contact plane, which have been reported for
instance on Cu (010).[16] Therefore this
issue will be clarified later on by XRD measurements.Based
on the previous findings we conducted a quantitative analysis
of the SFM images. The projected surface area of both islands and
needles with respect to the chosen surface temperature of the substrate
has been determined. As depicted in Figure 3a we found that the reduction in the number of needles is compensated
by the growth in width, giving an approximately constant value for
the needle area of 14.6 ± 3.3 μm2. On the other
hand a completely different behavior for the evolution of island area
with varying substrate temperature was observed. In this case the
area covered by the respective structures is declining with increasing
substrate temperature. At 135 °C we cannot find any island on
the 10 × 10 μm2 SFM scan. On a much larger image
taken with an optical microscope we observe a few islands (see the Supporting Information). Nevertheless these structures
are expected to vanish completely at even higher substrate temperatures.
Figure 3
(a) Projected
area of needles (green rectangles) and islands (red
circles) versus substrate temperature. The solid lines act as a guide
to the eye. (b) Arrhenius plots of needle width (green rectangles)
and needle height (red circles) with respect to inverse substrate
temperature. Solid lines represent linear fits.
(a) Projected
area of needles (green rectangles) and islands (red
circles) versus substrate temperature. The solid lines act as a guide
to the eye. (b) Arrhenius plots of needle width (green rectangles)
and needle height (red circles) with respect to inverse substrate
temperature. Solid lines represent linear fits.We further determined average values for needle
width and height
for this sample series. In the case of needle width, the evaluation
was performed by collecting the values from cross-sectional profiles
of a large set of needles and subsequently calculating average values.
In the case of needle height, the total needle volume was computed
and divided by their surface area, which gives an average needle height.
Plotting both height and width of these structures in an Arrhenius
type of diagram reveals an activated process for their formation as
shown in Figure 3b. The activation energy for
needle growth in height and width was found to be 0.26 ± 0.02
eV and 0.15 ± 0.04 eV respectively. Values in this range are
expected as comparable numbers have been reported for the growth of p-hexaphenyl on muscovitemica (001).[25]It has to be stated that we determined activation
energies ignoring
the existence of different types of needles (different crystal contact
planes are observed by XRD investigations presented in the next section).
Nevertheless Figure 3b shows a clear Arrhenius
behavior and not a superposition of curves with unequal slopes for
different temperature regimes. One possible explanation for this observation
would be a clear domination in quantity of one type of needle, but
this can be excluded due to similar peak intensities found by X-ray
analysis for both needle types. Therefore we conclude that similar
activation energies for both types of needles are causing the observed
thermally activated behavior.
Structural Investigation
SFM analysis already indicated
different crystal orientations present on the KCl (100) surface. In
order to identify them, XRD investigations have been performed on
samples prepared at substrate temperatures of 90 and 135 °C.
Further a clean substrate was analyzed as a reference. As a first
step specular scans have been carried out, which allows one to find
crystallographic planes that are parallel to the substrate surface.
The peak positions in the specular scans as shown in Figure 4 can be explained by a 6T low temperature phase.
This phase exhibits a monoclinic unit cell (space group P21/n) with the following parameters: a = 44.708 Å, b = 7.851 Å, c = 6.029 Å and β = 90.76°.[26]
Figure 4
Specular scan of a sexithiophene thin film prepared at a substrate
temperature of 90 °C (blue line) or 135 °C (red line) and
of a bare KCl substrate (green line). Peaks are indicated by arrows
accordingly. For clarity the measurements are shifted vertically.
Specular scan of a sexithiophene thin film prepared at a substrate
temperature of 90 °C (blue line) or 135 °C (red line) and
of a bare KCl substrate (green line). Peaks are indicated by arrows
accordingly. For clarity the measurements are shifted vertically.The peak located at q = 0.99 Å–1 is originating
from the KCl substrate,
and the peak at q =
1.60 Å–1 can be assigned to crystallites whose
relationship to the KCl substrate can be described by a {010} contact
plane. According to the nomenclature used by Koini et al. this crystal
orientation will be labeled type A.[16] Furthermore,
we observe peaks originating from 6T crystals oriented with their
{100} net planes parallel to the substrate surface (type S). The respective
series of 2n.00 peaks are indicated in Figure 4. After analyzing the peak intensities of the 2n.00 series, we found that the peak at q = 1.41 Å–1 is
stronger than expected. Therefore we conclude that another crystallographic
component is partly responsible for the high intensity of this peak.
The reflection pattern of 6T crystals oriented with their {4̅11}
net planes parallel to the substrate surface would explain this finding
(type B). The presence of crystal type B will be confirmed later on
by XRD pole figure measurements.Crystallites of those three
types have been reported before on
various substrates: Crystals of type S consist of almost upright standing
molecules forming flat island-like structures (e.g., on Cu (110),[16] muscovitemica[27] or
SiO2[28]). Comparing the size
of the (12.00) peak we can also observe that this structure is less
present at higher substrate temperature, which verifies the results
found by SFM. Type A is characterized by molecules with their long
molecular axis (LMAs) parallel to the surface and has been reported
to form needle-like structures on Cu (110)[16] and TiO2 (110).[29] Crystallites
of type B have been observed on Cu (110)[16] and muscovitemica (001).[17] Similar to
type A they form anisotropic needle shaped structures consisting of
almost flat lying molecules.
Azimuthal Alignment of Crystallites
To determine the
preferential azimuthal alignment of the crystallites with respect
to the substrate, we have performed pole figure investigations. Additionally
these measurements allow one to definitely prove the existence of
crystal type B on the samples. In Figure 5a–c
the measurements for the {4̅11}, {3̅11} and {2̅11}
pole figures are shown in the left panels. Since there are only spotlike
reflections visible and no diffraction rings, it follows that all
crystal structures which are formed by the deposited 6T molecules
are in a discrete azimuthal alignment with respect to the substrate.
An in-depth analysis of the reflection spots is depicted in the right
panels of Figure 5a–c. A simulation
of the position of the diffraction peaks is shown, assuming crystallites
of types A, B and S on a KCl (100) surface. The simulations are in
good agreement with the measurements, especially the spots that correspond
to needle-like crystallites of types A (indexed by hexagons) and B
(indexed by circles) can be clearly resolved. Please note that reflections
originating from crystals exhibiting different contact planes are
expected to appear in the same pole figure, if the scanned net planes
have equal lattice spacing. As indexed by black solid circles in Figure 5, we were also able to detect the reflection peaks
of the KCl {101} net planes. Consequently it is possible to determine
the orientation of the crystals with respect to KCl.
Figure 5
Measured (left) and simulated
(right) XRD pole figures of the (a)
{4̅11}, (b) {3̅11} and (c) {2̅11} net plane normals
(poles). Reflections of crystal type A are indexed with hexagons,
type B with open circles and type S with rectangles. Symmetry equivalent
crystals denoted by A*, B* and S* exhibiting contact planes of {01̅0},
{41̅1̅} and {1̅00}, respectively, are formed due
to mirror axis of the substrate surface (black lines). Peaks originating
from the KCl substrate are shown as full circles. The measurements
are performed on a 6T layer prepared at a substrate temperature of
90 °C.
Measured (left) and simulated
(right) XRD pole figures of the (a)
{4̅11}, (b) {3̅11} and (c) {2̅11} net plane normals
(poles). Reflections of crystal type A are indexed with hexagons,
type B with open circles and type S with rectangles. Symmetry equivalent
crystals denoted by A*, B* and S* exhibiting contact planes of {01̅0},
{41̅1̅} and {1̅00}, respectively, are formed due
to mirror axis of the substrate surface (black lines). Peaks originating
from the KCl substrate are shown as full circles. The measurements
are performed on a 6T layer prepared at a substrate temperature of
90 °C.Reflection spots originating from crystals of type
S (indexed by
rectangles) are only faintly visible in the measurements presented
in Figure 5. To confirm them more reliably
pole figure measurements for the {120} and {011} net planes were performed
(see Supporting Information). This data
additionally substantiates the existence of crystal type S on the
investigated sample.To summarize the results obtained from
pole figure measurements,
we can conclude that the detected organic nanostructures follow the
4-fold rotational symmetry of the KCl (100) substrate surface. Furthermore
the proposed crystal structures of types A/B/S with their {4̅11}/{010}/{100}
contact planes have been assured.
Real Space Model
Using the results from XRD measurements
together with the knowledge of the orientation of the molecules relative
to the crystallographic unit cell from single crystal solutions,[26] the real space orientation of the molecules
relative to the KCl (100) surface is derived and presented in the
following.Crystals of type A are characterized by a long needle
axis (LNA) along the [001̅] direction of the 6T crystal. This
direction is determined by the intersection of the contact plane and
the low energy surface which is always a facet along the LNA. In case
of 6T it is known that the low energy surface is given by a (100)
net plane.[26] One can find two symmetry
equivalent crystals with (010) and (01̅0) contact planes, which
is depicted in Figure 6a. Their LNAs are rotated
by ±20.6° with respect to the KCl high symmetry directions
([001̅]KCl and [01̅0]KCl) as depicted
in Figure 6b. Since the angle between the LNA
and the LMA ([001̅]6T) in a type A crystal is 68.6°,
it is possible to calculate the orientation of the LMAs. The LMAs
are rotated by ±42° with respect to [001]KCl and
[010]KCl as shown in Figure 6c.
Consequently the LMAs of the 6T molecules are almost parallel to [011]KCl and [011̅]KCl, which is very similar to
the alignment found for p-hexaphenyl on KCl (100). p-Hexaphenyl molecules are oriented perfectly parallel to
these high symmetry directions of the KCl substrate as reported by
Haber et al.[30]
Figure 6
(a) Top view of the real
space model of the type A crystal. Due
to the mirror symmetry two equivalent crystals are found on the substrate.
Long needle axis (LNAs) and long molecular axis (LMAs) associated
with {010} contact planes are shown in red and for the {01̅0}
contact planes in black respectively. (b) Experimentally observed
directions for the LNAs. Black solid lines represent mirror axis of
the KCl (100) surface. (c) Determined directions for the LMAs. (d–f)
A similar real space model for crystals of type B.
(a) Top view of the real
space model of the type A crystal. Due
to the mirror symmetry two equivalent crystals are found on the substrate.
Long needle axis (LNAs) and long molecular axis (LMAs) associated
with {010} contact planes are shown in red and for the {01̅0}
contact planes in black respectively. (b) Experimentally observed
directions for the LNAs. Black solid lines represent mirror axis of
the KCl (100) surface. (c) Determined directions for the LMAs. (d–f)
A similar real space model for crystals of type B.As depicted in Figure 6d–f
crystals
of type B are characterized by a LNA along the [011̅] direction
of the 6T crystal, which are rotated by a value of ±29.1°
with respect to [001]KCl and [010]KCl. Interestingly,
the LMAs are exactly in the same position as in the case of crystals
of type A (compare Figures 6c and 6f), which represents a hint that this alignment
is the initial adsorption direction of 6T on KCl.Azimuthal
alignment for island-like crystals of type S was also
observed, and interestingly they share their [01̅1] direction
with needles of type B, which is presented in detail in Figure 7. In a side view it is visible that not only do
the crystals share a common orientation on the substrate but the tilt
angle of 112.7° of the LMAs in the island-like crystals of type
S is perfectly fitting to the inclination of the (001) plane of the
needles of type B. Most likely the islands nucleate on the sidewalls
of already existing needles. Such epitaxial alignment based on a geometrical
fit between nucleating crystallites and already existing topographic
features on the substrate is called “ledge directed epitaxy”.[31,32]
Figure 7
Real
space models of sexithiophene crystals with (100) (standing
molecules) and (4̅11) (lying molecules) contact planes. The
substrate is sketched in dark gray, and the needle growth direction
is perpendicular to the plotting plane. The crystals consisting of
standing and lying molecules exhibit the same tilt angles of their
facets, and they share a common growth direction ([011̅] and
[01̅1]). Red lines indicate long molecular axis.
Real
space models of sexithiophene crystals with (100) (standing
molecules) and (4̅11) (lying molecules) contact planes. The
substrate is sketched in dark gray, and the needle growth direction
is perpendicular to the plotting plane. The crystals consisting of
standing and lying molecules exhibit the same tilt angles of their
facets, and they share a common growth direction ([011̅] and
[01̅1]). Red lines indicate long molecular axis.
Optical Micrographs
Further investigations of the azimuthal
alignment of the needle-like crystallites are presented in the following.
Optical microscopy has been chosen for this purpose because it provides
a better statistical resolution as compared to 10 × 10 μm2 SFM images. In Figure 8a the image
of the sample prepared at a substrate temperature of 105 °C is
depicted. We can clearly observe well ordered needle-like structures
appearing mostly in dark and additionally more diffuse bright areas
that are interpreted as flat islands as also observed in SFM images.
Motivated by the existence of preferential needle orientations we
performed an FFT analysis of these images (depicted in Figure 8b).
Figure 8
(a) Optical microscope image of sexithiophene deposited
on KCl
(100) (105 °C substrate temperature). (b) Fourier transformation
revealing the long needle axis (LNAs) present in the image. The different
orientations of LNAs for needles of type A (010) and type B (4̅11)
are sketched as deduced from X-ray diffraction pole figure analysis.
(a) Optical microscope image of sexithiophene deposited
on KCl
(100) (105 °C substrate temperature). (b) Fourier transformation
revealing the long needle axis (LNAs) present in the image. The different
orientations of LNAs for needles of type A (010) and type B (4̅11)
are sketched as deduced from X-ray diffraction pole figure analysis.As expected, the 4-fold symmetry of the KCl substrate
is clearly
reflected in the FFT pattern. We found two peaks in intensity located
relatively close to each other, which we assign to the LNAs of crystal
types A and B (compare Figures 6b and 6e). Similar pictures have been obtained on all prepared
samples irrespective of the used substrate temperatures (see the Supporting Information). Since we do not see
any qualitative change in the needle-like structures if the substrate
temperature is varied, it seems justified to generalize the conclusions
which have been drawn from XRD analysis of the 90 and 135 °C
samples to the entire investigated temperature range.
Comparison between 6P and 6T Thin Film Growth on KCl (100)
As 6P and 6T molecules are structurally relatively similar, it
seems interesting to compare the behavior of these molecules if they
are deposited on KCl (100).In this work, we observed both standing
and flat lying 6T molecules. In the latter case we found two different
crystal contact planes, namely, (010) and (4̅11). Similarly
for 6P there are reports of standing molecules forming flat islands
exhibiting a (001) contact plane, and there are three crystal types
with almost flat lying molecules forming needle-like structures, namely,
(111̅), (112̅) and (203̅).[33−35]If we
compare the alignment of 6P and 6T molecules in the case
of lying molecules, large similarities are observed. For 6T the LMA
is oriented almost exactly along the [011]KCl directions,
only showing ±3° azimuthal split with respect to the mentioned
KCl high symmetry direction. Interestingly in the case of 6P it was
reported that the molecules do align perfectly along [011]KCl.[30,35]The only clear difference in the behavior
of the two molecules
on KCl (100) can be seen if we take a look at the evolution of the
relative abundance of different crystal contact planes with respect
to substrate temperature. In the case of 6T we do observe a decreasing
surface coverage of islands (standing molecules) with increasing substrate
temperature, which is accompanied by the increase in cross-sectional
dimensions of needle-like structures (lying molecules). Such behavior
is not reported for 6P, but in fact it is the opposite. Increased
substrate temperature during growth tends to promote the formation
of islands at the expense of needles covering the surface. Such behavior
was observed both by SFM studies[34,36] and by XRD
analysis.[33,35]
Conclusion and Discussion
In this paper we reported
on epitaxial growth of 6T on KCl (100),
which was examined by crystallographic and morphological investigations.By means of SFM analysis different morphologies have been observed,
namely, flat islands and needle-like objects. Furthermore, it was
found that the area covered by islands is declining with increasing
substrate temperature, whereas the sample area covered by needles
is constant over the investigated temperature range (60–135
°C). Consequently we can draw the conclusion that needle-like
structures are energetically more stable as compared to flat islands
formed of standing 6T molecules on KCl (100). Additionally, different
activation energies for the growth of nanoneedles in height and width
have been deduced from SFM analysis, namely, 0.26 ± 0.02 eV and
0.15 ± 0.04 eV, respectively.By means of XRD specular
scans it was possible to determine the
contact planes of the structures on the surface. Needles with {010}
and {4̅11} and islands with the {100} facet parallel to the
substrate surface have been detected. Utilizing XRD pole figures and
FFT analysis of optical microscope images we observed that there is
a well-defined azimuthal alignment of the structures on the surface
in addition to the stacking in growth direction. Notably structures
with {100} and {4̅11} contact planes are in perfect azimuthal
alignment to each other, which is explained by ledge directed epitaxy
of the islands on the sidewalls of already existing needles.The orientation of the crystallographic structures which are present
on the substrate surface fulfills the growth model for rodlike molecules
on sheet silicate substrates developed by Simbrunner et al.[20] Therein it is explained that the adsorption
of a single molecule dominates in a first step and the nucleation
of organic crystallites which follows thereafter only leads to a slight
reorientation of the LMAs. Nevertheless substrate surface symmetry
plays a major role. In particular rotational and mirror symmetries
have to be reflected by the formed needle orientations. The latter
considerations are substantiated by the results presented in this
paper. The 4-fold rotational symmetry and the mirror symmetry of the
KCl (100) substrate surface leads to eight distinct growth directions
of each crystal type. Moreover two different crystal contact planes,
namely, {010} and {4̅11}, are characterized by an analogous
LMA orientation as similarly observed for p-hexaphenyl
on KCl (100).[30] This hints that the adsorption
geometry of single molecules seems to be decisive for the organic
crystal nucleation as expected by the growth model. The fact that
one adsorption geometry can lead to different crystal contact planes
may be explained by polymorphs of the first monolayer, that are both
based on the same azimuthal orientation of the LMA on the substrate
surface. The argument is supported by the fact that monolayer polymorphs
of 6T have already been reported on Ag (001)[37] and Ag (110).[38]Concluding the
latter discussion it can be stated that the azimuthal
alignment of the organic crystals and molecules is basically determined
by a two step process. The initial phase is dominated by the adsorption
of single molecules in their energetically preferred adsorption geometry
on the substrate surface. This adsorption process is mainly determined
by an interplay between substrate geometry, molecular geometry and
importantly symmetry properties. In the second step, where the organic
crystal nucleation takes place, only a slight azimuthal realignment
of the molecules can be caused in order to optimize the lattice match
at the interface.
Authors: Clemens Simbrunner; Francesco Quochi; Gerardo Hernandez-Sosa; Martin Oehzelt; Roland Resel; Günter Hesser; Martin Arndt; Michele Saba; Andrea Mura; Giovanni Bongiovanni; Helmut Sitter Journal: ACS Nano Date: 2010-10-26 Impact factor: 15.881
Authors: Alejandro L Briseno; Stefan C B Mannsfeld; Colin Reese; Jessica M Hancock; Yujie Xiong; Samson A Jenekhe; Zhenan Bao; Younan Xia Journal: Nano Lett Date: 2007-08-16 Impact factor: 11.189
Authors: G Schwabegger; Mujeeb Ullah; M Irimia-Vladu; M Baumgartner; Y Kanbur; R Ahmed; P Stadler; S Bauer; N S Sariciftci; H Sitter Journal: Synth Met Date: 2011-10 Impact factor: 3.266
Authors: Clemens Simbrunner; Gerardo Hernandez-Sosa; Francesco Quochi; Günther Schwabegger; Chiara Botta; Martin Oehzelt; Ingo Salzmann; Tatjana Djuric; Alfred Neuhold; Roland Resel; Michele Saba; Andrea Mura; Giovanni Bongiovanni; Antje Vollmer; Norbert Koch; Helmut Sitter Journal: ACS Nano Date: 2012-05-29 Impact factor: 15.881
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