co on mo(110) studied by scanning tunneling microscopy
TRANSCRIPT
Surface Science 557 (2004) 109–118
www.elsevier.com/locate/susc
Co on Mo(1 1 0) studied by scanning tunneling microscopy
A. Mikkelsen *, L. Ouattara, E. Lundgren
Department of Synchrotron Radiation Research, Institute of Physics, Lund University, Box 118, S-221 00 Lund, Sweden
Received 13 February 2004; accepted for publication 12 March 2004
Abstract
We have studied the interface formation of thin films of Co on a Mo(1 1 0) surface by the use of scanning tunneling
microscopy (STM), low energy electron diffraction (LEED) and auger electron spectroscopy (AES). Below a coverage
of about 0.4 monolayers (ML) we find that Co grows in small islands which are pesudomorphic with the Mo substrate.
At a Co coverage above 0.4 ML, the Co atoms condense into larger islands and forms a close-packed Co layer close to
that of the Co(0 0 0 1) plane resulting in a coincidence structure with the underlying Mo(1 1 0) substrate. Increasing the
Co coverage, we observe that the film grows in a layer-by-layer fashion up to 2 ML at room temperature, however by
annealing such a film to 670 K the Co forms 3D islands. STM images displaying atomic resolution, reveal the atomic
arrangement and corrugation of the close-packed Co film formed at Co coverages above 0.4 ML at room temperature.
In particular, the STM data directly demonstrate the appearance of the coincidence lattice between the Nishiyama–
Wasserman orientated Co film and the Mo(1 1 0) substrate. We show how this appearance may change due to subtle
changes of the registry between the Co film and the Mo(1 1 0) surface. This behavior can be explained by partial dis-
locations relaxing the strained close-packed Co layer by a small rigid translation.
� 2004 Elsevier B.V. All rights reserved.
Keywords: Scanning tunneling microscopy; Low energy electron diffraction (LEED); Auger electron spectroscopy; Cobalt;
Molybdenum
1. Introduction
Ferromagnetic thin films have been studied for
a considerable time. A major reason for this largeand increasing interest is due to their unusual
magnetic properties [1–3], which are related to the
thickness of the film and the influence of the
interface with a paramagnetic material. There is
currently a strive towards understanding the de-
* Corresponding author. Tel.: +46-462229627; fax: +46-
462224221.
E-mail address: [email protected] (A. Mikkel-
sen).
0039-6028/$ - see front matter � 2004 Elsevier B.V. All rights reserv
doi:10.1016/j.susc.2004.03.020
tailed relationship between the structure on the
atomic scale and the magnetic properties of the
thin film, not only to design future magnetic nano-
structures but also for more fundamental physicsreasons [4]. Because of the ferromagnetic film
being very thin, and because of the presence of an
interface of a different material with a different
lattice, the structures formed at the interface be-
tween the film and the substrate are in many cases
rather complicated. If a deeper understanding of
the properties of these structures is to be achieved,
the geometrical arrangement on the atomic level isneeded. Therefore, atomic scale direct imaging by
the use of scanning tunneling microscopy (STM) is
highly attractive.
ed.
110 A. Mikkelsen et al. / Surface Science 557 (2004) 109–118
Because of their high specific surface free ener-
gies cs and dense packing, W(1 1 0) and Mo(1 1 0)
are favorable substrates for a smooth monolayer-
by-monolayer [5] growth of fcc metal layers with
(1 1 1) orientations. Consequently, a number of
studies of various metals deposited onto thesesubstrates have been performed previously [6–
8,13–15]. The formation of metallic hexagonal
superlattices on (1 1 0) substrates has been dis-
cussed in detail elsewhere [16,17]. When depositing
Co on either W(1 1 0) or Mo(1 1 0) at room tem-
perature (RT), the Co is known to grow pseudo-
morphic (ps) with the Mo(1 1 0) substrate if the Co
coverage is below approximately 0.5 monolayers(ML; 1 ML is defined as 1 ps Co layer or in other
words as the number of atoms in the Mo(1 1 0)
plane). However, at a Co coverage between 0.5
and 1.2 layers, the Co takes its own close-packed
(cp) hexagonal lattice instead of that of bcc
Mo(1 1 0). Previous investigations have [6,7,13],
based on low energy electron diffraction (LEED)
observations, proposed a Nishiyama–Wasserman(NW) oriented growth of the Co film, the ½110�Mo being parallel to ½1100� Co and the [0 0 1] Mo
being parallel to ½1120� Co (see below), in this
coverage region. Theoretical calculations has also
been performed using the embedded-atom method
on this type of system [9,10]. It was found that the
ps phase is energetically favorable up to 1 pseu-
domorphic ML at equilibrium. However in kinet-ically limited systems a ps to cp transition should
occur, through misfit dislocations. While no STM
studies have been published for the Co/Mo(1 1 0)
system, a recent STM study of the similar Co/
W(1 1 0) has been published [11,12]. Whereas these
studies also concerns the Co submonolayer regime,
they differ from the present study in that the Co
layers deposited at RT were post-annealed to 635K. This resulted in large islands of cp NW oriented
Co, with small patches of ps Co. The LEED pat-
tern found in this study was identical to the LEED
pattern observed for the same Co coverage in this
study. Atomically resolved images of the NW
oriented Co islands revealed deviations from a ri-
gid cp(1 1 1) Co layer in that small oscillatory
relaxations were induced.In the present report, we present LEED and
STM results from thin Co films with a thickness
ranging from 0.25 ML to approximately 2 ML.
We show that above a Co coverage of approxi-
mately 0.4 ML, the STM results demonstrate the
undulation of the Co film and directly illustrate the
morphology and appearance of the NW oriented
growth of the Co film. We argue on the basis ofour observations that a simple interpretation of
the STM image can be made general for the
interpretation of STM images of fcc(1 1 1) on
bcc(1 1 0) systems. Finally we discuss some details
of the atomic geometry and island defects that may
be directly observed from the STM images in the
Co/Mo(1 1 0) system.
2. Experiment
The STM measurements were performed in a
UHV chamber with a base pressure below
1 · 10�10 mbar. All STM images were obtained in
constant current mode, using a commercial Omi-
cron room temperature STM. The Mo(1 1 0)sample was prepared in a separate chamber with a
base pressure of approximately 2 · 10�10 mbar.
The Mo(1 1 0) crystal was cleaned by cycles of Arþ
sputtering, annealing and oxygen treatments
keeping the sample at 870 K in an oxygen pressure
of 2 · 10�8 mbar followed by flashes to 1570 K.
The cleanliness of the Mo(1 1 0) surface and of the
Co prepared surface was checked by auger elec-tron spectroscopy (AES) using a double pass
cylindrical mirror analyzer. No contaminants such
as C and O could be observed within the detection
limits of 0.05 ML. Co was deposited from a water-
cooled electron beam evaporator at room tem-
perature (RT). A retarding voltage was applied to
the end of the evaporator in order to suppress ions
from the Co evaporator. The repeatability in Cocoverage was estimated to be less than 10% from
repeated measurements as determined from the
ratio between the Co 773 eV and the Mo 186 eV
Auger peak-to-peak signals.
3. Results and discussion
In Fig. 1 we show STM images from the
Mo(1 1 0) surface with different Co coverages in
Fig. 1. (a) STM images (1000· 1000 �A2) of Co deposited on Mo(1 1 0) at coverages of (a) 0.25 ML (I ¼ 0:8 nA, U ¼ �0:7 V), (b) 0.5
ML (I ¼ 0:3 nA, U ¼ �1:0 V), (c) 0.75 ML (I ¼ 0:5 nA, U ¼ �0:5 V) and (d) 1.0 ML (I ¼ 0:5 nA, U ¼ �1:8 V).
A. Mikkelsen et al. / Surface Science 557 (2004) 109–118 111
order to illustrate the morphology of the Co layers
deposited on Mo at RT. At a Co coverage of 0.25
ML, small Co islands with an average diameter of56 �A with a standard deviation of 12 �A are ob-
served in the STM image Fig. 1a. At this coverage
LEED displays a (1 · 1) pattern. Since the size of
the Co islands are large enough to result in visible
changes in the LEED pattern if the atoms within
the islands would have a different arrangement as
compared to the underlying Mo(1 1 0) substrate,
this observation indicates that the Co growspseudomorphic at this coverage in agreement with
previous studies.
As the Co coverage is increased, some of the Co
atoms grows from the Mo step-edge, but on the
terraces the Co islands coalesce, resulting in larger
and more irregular islands, as may be seen in
Fig. 1b. At this coverage, the LEED displays a
4 0
1 2
� �reconstruction which indicate that the Co
has taken its own cp hexagonal in-plane latticeparameter. The interpretation of the LEED pat-
tern and the atomic arrangement giving rise to the
reconstruction will be discussed in detail below. In
the area in-between the islands in Fig. 1a and b,
dark spots may be seen in the Mo surface. We
attribute this to a small amount of alloying be-
tween the Mo and the Co at room temperature,
which has been reported previously [7]. At a cov-erage of approximately 0.75 ML, it can be seen
that while the size of the islands in Fig. 1c is
roughly the same as in Fig. 1b, the number of is-
lands has increased which results in some coales-
cence of the islands. As the Co coverage is close to
1 ML, the Co wets the Mo(1 1 0) surface almost
completely, as can be seen in Fig. 1d. At this
112 A. Mikkelsen et al. / Surface Science 557 (2004) 109–118
coverage, the LEED pattern shows no observable
differences as compared to the corresponding
LEED patterns originating from the surfaces in
Fig. 1b and c. Ignoring the fact that we are far
from equilibrium at RT, the reason for the almost
perfect wetting is due to the high specific surfacefree energy of the Mo(1 1 0) surface as compared
to that of the Co(0 0 0 1) surface. Since the total
specific surface free energy should be minimized, it
is favorable not to expose the Mo(1 1 0) surface. At
higher coverages the growth continues to be two
dimensional (2D) as can be seen in Fig. 2a.
While the growth is kinetically limited at RT,
the growth has been proposed to result in three-dimensional Co crystallites [7] at higher tempera-
tures closer to equilibrium. This can be explained
Fig. 2. (a) 2000· 2000 �A2 STM image of Co deposited on Mo(1 1 0
corresponding to the line drawn in (a) demonstrating that the height o
(2.2 �A). (c) STM image of Co deposited on Mo(1 1 0) at coverages of
Linescan corresponding to the line drawn in (c) demonstrating that th
step height (4.4 �A).
in that close to equilibrium it is more favorable to
minimize the areas with interfacial strain, which is
confirmed by the STM images in Fig. 2. Fig. 2a
show a STM image after 2.5 ML of Co have been
deposited on the Mo(1 1 0) surface at RT. The
appearance of the surface is flat or 2D. The linescan in Fig. 2b show that the height of the islands
are close to the expected height for a monoatomic
step of a Co(0 0 0 1) island (2.2 �A). As the sample is
post-annealed to 670 K, the morphology of the
surface changes, as shown in Fig. 2c, the islands
grow larger and thicker. The line scan in Fig. 2d
show that the height of the islands now corre-
sponds to the height of 2 times the expected heightof a monoatomic step of a Co(0 0 0 1) island. This
shows that the Co grows in 3D islands at elevated
) at coverages of 2.5 ML (I ¼ 0:6 nA, U ¼ 1 V). (b) Linescan
f the islands correspond to the height of a single Co step height
2.5 ML and post-annealed at 400 �C (I ¼ 0:8 nA, U ¼ 1 V). (d)
e height of the islands correspond to the height of a double Co
A. Mikkelsen et al. / Surface Science 557 (2004) 109–118 113
temperatures. The LEED pattern after annealing
is very similar to the pattern found prior to
annealing except for some very weak extra (2 · 2)spots attributed to alloying in the exposed Mo
surface.
Having described the general growth and mor-phology of the Co/Mo(1 1 0) system we now turn
to the details of the reconstruction formed above
approximately 0.4 ML of Co deposited at RT. In
Fig. 3a we present the resulting LEED pattern
after having deposited approximately 0.5 layers of
Co on the Mo(1 1 0) surface. The LEED pattern
has been observed previously [7,13] and has been
denoted (8 · 1) or (8 · 2), however in the presentreport we prefer to denote the pattern by the G-
matrix4 0
1 2
� �. Apart from the spots originating
from the Mo(1 1 0) substrate, additional spots may
be observed at a position away from the integral
order (1 0) Mo(1 1 0) spots in reciprocal space. A
straightforward interpretation would be that these
spots originate from the formation of a hexagonalCo layer on the surface. This interpretation is
substantiated by the sketch in correct scale of the
Co(0 0 0 1) and Mo(1 1 0) lattices shown in Fig. 3b.
If the orientation of the Co lattice is chosen so that
the ½1120� Co is parallel to the [0 0 1] Mo direction,
the lattice mismatch between the Co and the Mo
in the ½110� Mo isffiffiffi3
paCo=
ffiffiffi2
paMo ¼ 0:98 or very
close to 1 and thus explaining the (1 · 1) periodicityobserved in the LEED pattern in this direction. In
the [0 0 1] bcc direction, the lattice mismatch is
Fig. 3. (a) The LEED pattern observed from 0.5 ML of Co on Mo(1 1
lattice, respectively. Two of the integer order spots are indicated. (b)
cells illustrating the NW oriented growth of the Co film. The consta
neighbor ratio r ¼ b=a of 0.92, respectively, while a ¼ 54:736 and b ¼
aCo=aMo ¼ 0:8 or very close to the corresponding
ratio as measured directly from the LEED pattern.
From these observations, we now have a reason-
able good picture of the in-plane properties of the
film. Based on the LEED pattern we may propose
that the Co film at this coverage takes a latticeclosely resembling its bulk (0 0 0 1) lattice plane and
that the growth is NW oriented. This can be
quantified by the parameter r defined as the ratio
between the nearest neighbor distance b in Co and
the nearest neighbor distance a in Mo (see Fig. 3b).
For NW oriented growth of fcc(1 1 1) on bcc(1 1 0)
the optimum r is expected to be 0.943 [17], close to
the value of 0.92 in the present case. However, theLEED pattern displays additional satellites. Such
spots indicates a larger cell than the (1 · 1)Co(0 0 0 1) and in this case reflects the coincidence
between the Co lattice and the Mo lattice below
resulting in a undulating periodic structure in the
½110� Mo//½1100� Co direction. In this particular
case the positions of the satellite spots indicate that
the coincidence is commensurate with the sub-strate, which is not always the case, see for instance
Ref. [18]. The fact that the satellite spots appear to
be sharp and intense indicate a well ordered
structure and a detailed quantitative diffraction
based structural study should provide the out-of-
plane structure and the resulting out-of-plain
strain, an important quantity for the understand-
ing of the magnetic properties of the interface.Returning to the STM observations, and by
imaging a small area on one of the islands as
0). The full and the hatched lines represent the Mo and the Co
Real space representation of the Co(0 0 0 1) and Mo(1 1 0) unit
nts a for Co and Mo are 2.51 and 3.15 �A, yielding a nearest
60:0.
Fig. 4. STM image of 0.5 ML of Co on Mo(1 1 0): (a) 3000· 3000 �A2 (I ¼ 0:6 nA, U ¼ �0:8 V) and (b) 150· 150 �A2 (I ¼ 1:2 nA,
U ¼ �1:7 mV).
114 A. Mikkelsen et al. / Surface Science 557 (2004) 109–118
illustrated in Fig. 4a, the surface structure is re-
vealed, as shown in Fig. 4b. In this image, we are
able to resolve the individual Co atoms in the is-
land. A particular striking feature of the Co latticeis the periodic darker and brighter stripes from the
bottom left to the top-right in the image.
The appearance of the darker and brighter
stripes on the surface may most easily be explained
by superimposing the two lattices of a Co(0 0 0 1)
plane and a Mo(1 1 0) plane orienting the Co layer
in the NW orientation, as shown in Fig. 5a and b
for two different relative positions of the Co latticewith respect to the Mo substrate. Regardless of the
position of the Co lattice the resulting 1D Moir�epattern produces five Co atoms (bright) along Mo
[0 0 1] on top of four (dark) Mo atoms while it is
commensurate in the Mo ½110� direction. The Co
lattice has been stretched by )0.4% alongMo [0 0 1]
and 2.5% in the Mo ½110� direction to obtain the
exact match, resulting in a strain of the Co layer.Thus the orientation and strain of the Co lattice
can be established from the unit cell and orienta-
tion of the corrugation of the Co atoms, but further
information can also be obtained from the specific
corrugation pattern. The corrugation of the Co
lattice for various translations relative to the Mo
substrate can, in a simple approximation, be
modelled by assuming that the Co atoms follows ahard-sphere model of the Mo substrate. In Fig. 5c
and d the gray scale coloring of the Co layers re-
flects the calculated corrugation of the two lattice
positions shown in Fig. 5a and b, respectively. The
models has Co atoms in on-top–hollow sites (hol-
low site position perturbed towards a on-top po-
sition in the ½110� Mo direction) and bridge sites,
and in on-top and hollow sites, respectively. Thesetwo Co layer positions represents two extremes,
thus in Fig. 5a all Co atoms are in-between Mo
atoms, while in Fig. 5b some Co atoms are in high
symmetry hollow sites, however then some Co
atoms are also in on top sites. These two models
have been chosen as all other Co lattice positions
are essentially translative perturbations between
these two models yielding qualitatively similarcorrugation patterns. By comparison of Fig. 5c and
d with the STM image of Fig. 5e, it is seen that the
model of Fig. 5a (corresponding to the coloring of
Fig. 5c) is the model compatible with the observed
STM images. It should be noted that a translation
of only 0.3�A away from the position used to obtain
the coloring of Fig. 5c results in a model incom-
patible with the STM image. Therefore, we believethat the dark stripes in the STM image in Fig. 4b
and Fig. 5e are due to Co atoms in bridge sites
while the bright stripes are due to Co atoms in on-
top–hollow sites. In conclusion, since the model in
Fig. 5a results in an appearance (Fig. 5c) which
reproduce the STM image (Fig. 5e) we believe that
the model in Fig. 5a represents the combined Co/
Mo interface structure.This simple interpretation of the STM image
yields the basics of the structure and an explana-
tion for the observed LEED pattern. We are
therefore able to confirm previous observations [6]
Fig. 5. The stripes observed on the islands may be explained by superimposing the Co(0 0 0 1) lattice on the Mo(1 1 0) substrate. The
resulting surface unit cell is indicated. Two high symmetry positions of the Co lattice with respect to the Mo substrate are shown in (a)
and (b). In (a) the Co atoms are in on-top–hollow sites and in bridge sites. In (b) the Co atoms are in on-top and hollow site positions.
(c) and (d) show the corrugation of the Co lattice based on a simple hard-sphere model of Co layer and Mo substrate. The coloring
represent the relative Co atom distance to the Mo substrate (darker atoms are closer to the Mo substrate). The positions of the Co
atoms in (a) and (b) have been used to calculate the coloring in (c) and (d), respectively. (e) Close-up of the structure of Fig. 4b. The
unit cell of the coincidence lattice between the Co(0 0 0 1) and the Mo(1 1 0) lattices is indicated. Note that only the coloring in (c) match
the experimental corrugation seen in (e), indicating that the Co atoms reside in on-top–hollow and bridge sites as shown in (a).
Fig. 6. 100· 100 �A2 STM image of a Co island on Mo(1 1 0)
(I ¼ 2:9 nA, U ¼ �1:5 mV). Notice the missing striped pattern
at edge.
A. Mikkelsen et al. / Surface Science 557 (2004) 109–118 115
concerning the growth of Co on Mo(1 1 0), sup-
porting the validity of the theory for fcc on
bcc(1 1 0) growth [9,14,16]. The STM image in Fig.
4b also excludes all other surface unit cells except
for the one shown in Fig. 5. Therefore, a quanti-
tative study of this structure using LEED or sur-
face X-ray diffraction (SXRD) should be
straightforward.While the ideal structure of the islands have
now been established, several common defect
structures of the Co islands are also revealed by
the STM images. From Fig. 2b–d it is seen that the
edges of the close-packed Co layer are different in
texture than the rest of the islands. From the STM
image in Fig. 6 displaying atomic resolution of an
island one of these edges can be seen. While theatoms of this edge are also ordered they do not
display the dark and bright stripes of the center of
the island. This indicates that the edges of the is-
lands are most likely pseudomorphic, which would
be in agreement with Pratzer et al. [11], who also
found pseudomorphic patches on the close-packed
Co islands on W(1 1 0). The fact that larger pseu-domorphic domains were found in their study
could be attributed to their post-annealing to
635 K.
116 A. Mikkelsen et al. / Surface Science 557 (2004) 109–118
A detailed inspection of the island corrugation
in Fig. 4b reveals dislocations in the striped pat-
tern on the island perpendicular to the stripes, as
shown in Fig. 7a. The schematic drawing in Fig. 7c
shows such a line defect as compared to the ideal
pattern using the same coloring scheme as for Fig.5c and d. This type of defect line is rather com-
mon. For example, an island as visualized in Fig.
4b one finds a line dislocation in about every third
4 0
1 2
� �unit cell in the Mo [0 0 1] direction. The
defect lines can be explained as a simple disloca-
tion of part of the Co lattice used in Fig. 5a. As
seen in Fig. 7b, the line defect can come about by arigid relaxation of part of the Co lattice by 0.63 �A(1/5 of a Co lattice spacing in the Mo [0 0 1]
direction). By introducing this partial dislocation it
is possible for more Co atoms to be positioned in
bridge sites, which presumably are more favorable
than on-top–hollow sites. We also find that the
coloring of Fig. 7c can be obtained by using the
same scheme as for calculating Fig. 5c and d. InFig. 8a, we show a case of an island were the
corrugation pattern is influenced by several peri-
odically positioned partial dislocation lines acting
Fig. 7. (a) Zoom in on a partial dislocation (I ¼ 2:9 nA, V ¼ �1:5 mV
Calculated corrugation of a line defect as compared to the calculate
represent Co atoms relaxed towards the Mo substrate.
in both directions along the Mo [0 0 1] axis, as
shown in Fig. 8b. Thus one obtain a Co overlayer
in which a periodic compressive and tensile dis-
placement of the Co layer in the Mo [0 0 1] direc-
tion has occurred. Finally it should be noted that
the wave-like relaxation along the bcc ½110�direction found in the study of Pratzer et al. [11,12]
are not seen in this study. In fact no displacements
from the original lattice are observed along the bcc
½110� direction.The STM image in Fig. 5e supports the
assumption that a simple interpretation such as in
Fig. 5a will yield the basic appearance of the STM
image of a fcc metal on a bcc(1 1 0) substrate. Ourinterpretation is also supported by previous use of
superpositions of nets of discs representing atoms
in the bcc(1 1 0) planes and fcc(1 1 1) planes,
resulting in Moir�e fringes [19]. The only restric-
tions are the b=a relation, which determines the
directions of the growth and the amount of
alloying between the adatom and the substrate.
For instance, the Co/W(1 1 0) should yield a verysimilar result as in the present report since a
(W )¼ 3.16 �A as compared to the 3.15 �A for Mo
and as the LEED pattern displays the same dif-
). (b) Indication of the relaxation involved in the line defect. (c)
d corrugation (see Fig. 5) of the ideal structure. Darker atoms
Fig. 8. (a) 125· 125 �A2 STM image (I ¼ 4 nA, U ¼ �0:13 mV) of a Co island, in which periodic partial dislocations occur resulting in
an overall corrugation pattern different from what is observed in Fig. 4b. (b) Two partial dislocations acting in opposite directions. (c)
The resulting corrugation pattern from the dislocations of (b) calculated in a similar fashion as the corrugation patterns of Fig. 5c and
d. Unit corresponding unit cells are shown in (b) and (c).
A. Mikkelsen et al. / Surface Science 557 (2004) 109–118 117
fraction as in the present case [6,8,13,14]. Also in
the case of 1 ML Rh on Mo(1 1 0) a similar STM
appearance would be expected, except that in this
case the Rh forms a 7/6 coincidence lattice with the
rows in the Mo(1 1 0) [20]. However, at Rh cov-erages below 1 ML, the same investigation reports
on a distorted Rh layer resulting in a Kurdjumov–
Sachs relationship (KS). The structural transition
between the two orientations is clearly an inter-
esting candidate to study using STM. Another
interesting example would be the STM appearance
of submonolayer adsorption of Sm on Mo(1 1 0),
since the Sm is divalent a low coverages but tri-valent at higher coverages resulting in an large
contraction of the radius of the Sm atom [17]. This
should have interesting consequences for the
resulting STM images, since the preferred growth
direction could change, which then would directly
indicate areas with divalent and trivalent Sm
atoms, respectively. This behavior would however
depend on whether or not the valency of the Sm ishomogeneously or heterogeneously mixed within
the Sm layers. The previous LEED observations
from this system do not give a straightforward
interpretation [21]. The list of combinations can be
made long, the interested reader is referred to Ref.
[17].
4. Summary
In summary we have studied the growth of
Co on Mo(1 1 0) by the use of LEED, AES and
STM. The STM images reveals 2D island growthof the Co layers up to a Co coverage of 2.5 ML
at room temperature. If a 2.5 ML thick Co film
is annealed, our results demonstrate the onset of
3D growth of the Co films. The hexagonal Co
film grows in the NW orientation resulting in
a striped appearance, which is due to the coin-
cidence between the Co atoms and the Mo
atoms in the Mo(1 1 0) surface underneath thefilm. Our measurements confirm the prediction by
previous theoretical investigations [16,17] con-
cerning the orientation of the growth of Co on
Mo(1 1 0), and a simple Moir�e based interpretation
explains the STM image. Finally we show that a
common partial dislocation line relaxes the is-
lands.
Acknowledgements
This work was financially supported by the The
Swedish Science Council and the Crafoord foun-
dation.
118 A. Mikkelsen et al. / Surface Science 557 (2004) 109–118
References
[1] O. Pietzsch, A. Kubetzka, M. Bode, A. Wiesendanger,
Science 292 (2001) 2053.
[2] S. Heinze, M. Bode, A. Kubetzka, O. Pietzch, X. Nie, S.
Blugel, R. Wiesendanger, Science 288 (2000) 1805.
[3] T. Duden, E. Bauer, Phys. Rev. Lett. 77 (1996) 2308.
[4] A. Biedermann, R. Tschelienig, M. Schmid, P. Varga,
Phys. Rev. Lett. 87 (2001) 086103.
[5] E. Bauer, Z. Kristallogr. 110 (1958) 372.
[6] B.G. Johnson, P.J. Berlowitz, D.W. Goodman, C.H.
Bartholomew, Surf. Sci. 217 (1989) 13.
[7] M. Tikhov, E. Bauer, Surf. Sci. 232 (1990) 73.
[8] H. Knoppe, E. Bauer, Phys. Rev. B 48 (1993) 2675.
[9] J.H. van der Merwe, E. Bauer, D.L. T€onsing, P.M. Stoop,
Phys. Rev. B 49 (1994) 2127.
[10] J.H. van der Merwe, E. Bauer, D.L. T€onsing, P.M. Stoop,
Phys. Rev. B 49 (1994) 2137.
[11] M. Pratzer, H.J. Elmers, M. Getzlaff, Phys. Rev. B 67
(2003) 153405.
[12] M. Pratzer, H.J. Elmers, Surf. Sci. 550 (2004) 223.
[13] H. Fritzsche, J. Kohlhep, U. Gradmann, Phys. Rev. B 51
(1995) 15933.
[14] G. Garreau, M. Farle, E. Beaurepaire, K. Baberschke,
Phys. Rev. B 55 (1997) 330.
[15] E. Bauer, J. Phys.: Condens. Matter 11 (1999) 9365.
[16] R. Ramirez, A. Rahman, I. Schuller, Phys. Rev. B 30
(1984) 6208.
[17] E. Bauer, J.H. van der Merwe, Phys. Rev. B 33 (1986)
3657.
[18] E. Lundgren et al., Phys. Rev. Lett. 88 (2002) 136102.
[19] L.A. Bruce, H. Jaeger, Philos. Mag. A 38 (1978) 223.
[20] L.Q. Jiang, M. Stronging, Phys. Rev. B 42 (1990)
3282.
[21] A. Stenborg, E. Bauer, Surf. Sci. 185 (1987) 393.