Hydration layers play a key role in many technical and biological systems, but our understanding of these structures remains very limited. Here, we investigate the molecular processes driving hydration of a chiral metal-organic surface, bitartrate on Cu(110), which consists of hydrogen-bonded bitartrate rows separated by exposed Cu. Initially water decorates the metal channels, hydrogen bonding to the exposed O ligands that bind bitartrate to Cu, but does not wet the bitartrate rows. At higher temperature, water inserts into the structure, breaks the existing intermolecular hydrogen bonds, and changes the adsorption site and footprint. Calculations show this process is driven by the creation of stable adsorption sites between the carboxylate ligands, to allow hydration of O-Cu ligands within the interior of the structure. This work suggests that hydration of polar metal-adsorbate ligands will be a dominant factor in many systems during surface hydration or self-assembly from solution.
Hydration layers play a key role in many technical and biological systems, but our understanding of these structures remains very limited. Here, we investigate the molecular processes driving hydration of a chiral metal-organic surface, bitartrate on Cu(110), which consists of hydrogen-bonded bitartrate rows separated by exposed Cu. Initially water decorates the metal channels, hydrogen bonding to the exposed O ligands that bind bitartrate to Cu, but does not wet the bitartrate rows. At higher temperature, water inserts into the structure, breaks the existing intermolecular hydrogen bonds, and changes the adsorption site and footprint. Calculations show this process is driven by the creation of stable adsorption sites between the carboxylate ligands, to allow hydration of O-Cu ligands within the interior of the structure. This work suggests that hydration of polar metal-adsorbate ligands will be a dominant factor in many systems during surface hydration or self-assembly from solution.
Solvents play an important
role in many chemical reactions, as
they stabilize reactants, products, and intermediates differently
and so alter the reaction rate and chemical selectivity, but our knowledge
of their role in heterogeneous processes is remarkably limited.[1] In particular, water is becoming increasingly
important as a “green” solvent to reduce waste, but
its role often extends beyond the simple delivery of species to a
reaction site, with hydration playing a key role in the formation
of solvent–adsorbate complexes that can direct surface chemistry.[2,3] Although techniques to determine chemical identity and adsorbate
structure are well developed at solid interfaces, far less is known
about the local solvent environment at functional interfaces.[4] In particular, although X-ray and spectroscopic
probes may provide evidence for global changes in surface hydration,[5−11] detailed molecular scale information is sparse. As a result, despite
the key role that water plays in many systems,[12] insight into its molecular behavior relies largely on molecular
dynamics simulations, with little experimental data to test the detail
intrinsic to these models. Understanding the mechanisms by which water
restructures or solvates surface species remains a significant challenge.[13,14]Functionalized surfaces used in technical applications are
typically
characterized by the combination of strong surface–adsorbate
bonds that bind an adsorbate to the solid surface and weaker lateral
interactions that arrange the adsorbate and reactants into a particular
structure or pattern on the surface. For example, hydrogen bonding
can be used to assemble well-defined 2D supramolecular surface structures
to chemically modify or pattern a surface to create a particular structure
or function. This approach allows us to modify catalytically active
surfaces to make them specific to particular adsorbates, or binding
geometries, so altering the products formed. An example of this is
heterogeneous chiral catalysis, where adsorption of a chiral modifier
makes the surface specific to one particular enantiomer, not the other.[15] Because weak, intermolecular hydrogen bonds
often play a key role in both assembly of the surface modifier and
formation of a surface reaction complex, an understanding of how polar
solvents, such as water, modify and hydrate surface structures is
important to allow the rational design of new functionalized materials.One approach to explore surface solvation at the molecular level
is to use scanning probe microscopy to examine the initial hydration
of simple surface adsorbates, which provides an insight into the detailed
mechanisms involved in surface hydration. STM has been used to examine
the 2D solvation shell formed around several small adsorbates,[16−20] but less is known about the way extended layers are solvated by
water,[4,21,22] and imaging
has yet to reveal how hydration proceeds for more complex, nonplanar
adsorbates. In this study, we investigate the hydration of a 2D supramolecular
structure, formed by adsorbing tartaric acid onto a metal surface.
Tartaric acid is used as a chiral modifier during enantioselective
catalysis and deprotonates to form an extended 2D chiral bitartrate
structure on Cu(110).[23] The bitartrate
is strongly bound to Cu by two bidentate carboxylate ligands and ordered
into linear structures by weak intermolecular hydrogen bonds, with
a bare metal channel separating neighboring bitartrate rows.[24] We show that water initially decorates the metal
channels, forming strong hydrogen bonds to the polar O ligands exposed
along the edge of the bitartrate rows. Further adsorption forms water
clusters along the exposed metal channels, but does not wet the bitartrate
rows, which appear hydrophobic, despite the available OH group. At
higher temperature, water inserts into the bitartrate rows and breaks
the hydrogen bonds that stabilize the supramolecular structure, changes
the molecular adsorption site and footprint, and destroys the original
chiral structure. DFT calculations show this process is driven by
the creation of stable water binding sites between the polar carboxylate
ligands, which allows hydration of O ligands within the interior of
the supramolecular structure. Because many important systems rely
on highly polar ligands to stabilize surface adsorbates, we expect
that hydration of the metal–ligand sites will be of general
importance in understanding how surface–adsorbate systems respond
to the presence of water.
Results and Discussion
Tartaric
acid deprotonates the carboxylate groups at ∼400
K on Cu(110), to form an ordered chiral bitartrate phase whose behavior
has been investigated in detail.[23−28] Bitartrate binds to Cu via the carboxylate O atoms to form bidentate
ligands that bridge across adjacent close-packed Cu rows,[23,27] as shown in Figure . Under the usual experimental conditions, the bitartrate assembles
into extended trimer chains, separated by a channel of bare Cu, to
form the 2D chiral structure shown in Figure a,b. By recording STM images of low coverage
regions, where aggregation into extended 2D structures is inhibited
by the finite diffusion length, we are also able to identify isolated
bitartrate trimers on the Cu(110) terraces, as shown in Figure c. The appearance of isolated
trimers, in preference to individual bitartrate molecules, indicates
that the trimer is the thermodynamically stable unit, consistent with
DFT structure calculations that find the trimer is held together by
intermolecular H-bonds, with weak dispersion and through-surface interactions
assembling the trimers into rows to form the 2D structure.[24]
Figure 1
STM images showing (R,R) bitartrate
adsorbed on Cu(110). (a) STM image showing details of the extended
2D chiral (9 0,1 2) bitartrate structure, with the surface
Cu atoms indicated by the rectangular net. (b) Calculated structure
for bitartrate on Cu(110). (c) STM showing an isolated ROR bitartrate
trimer formed at low coverage and (d) its structure, with the hydrogen
bonds indicated by dashed blue lines. Images recorded at 80 K, −0.4
V, 100 pA and −0.51 V, 66 pA, respectively.
STM images showing (R,R) bitartrate
adsorbed on Cu(110). (a) STM image showing details of the extended
2D chiral (9 0,1 2) bitartrate structure, with the surface
Cu atoms indicated by the rectangular net. (b) Calculated structure
for bitartrate on Cu(110). (c) STM showing an isolated ROR bitartrate
trimer formed at low coverage and (d) its structure, with the hydrogen
bonds indicated by dashed blue lines. Images recorded at 80 K, −0.4
V, 100 pA and −0.51 V, 66 pA, respectively.Both the isolated bitartrate trimer and the extended chain
structure
appear similar in STM, with the central molecule having a higher contrast
than its two neighbors. Comparison of STM images with electronic structure
calculations[24] shows that the trimer has
a hydrogen-bonded structure in which the central bitartrate bonds
to the surface with an oblique (O) footprint, while the two outer molecules adopt a rectangular
(R) footprint, bonded
directly across neighboring Cu rows as shown in Figure b,d. Whereas the outer molecules are stabilized
in the R footprint
by intramolecular hydrogen bonds between OH and its adjacent O ligand,[27] these hydrogen bonds are broken in the central
molecule, which instead adopts an oblique footprint to allow OH to
hydrogen bond to the neighboring molecules.[24] Distorting an isolated bitartrate into the O footprint is unfavorable, but is repaid
by the formation of strong intermolecular hydrogen bonds in the ROR trimer.
Strain in the metal surface, caused by bonding to carboxylate,[26] prevents the bitartrate rows stacking next to
each other and stabilizes the open structure (Figure a). Despite the high binding energy of bitartrate
to Cu, the reliance on hydrogen bonds to stabilize the superstructure
suggests this phase may be sensitive to the presence of water that
disrupts its hydrogen bonding. Moreover, the contrast of bitartrate
in STM images is sensitive to changes in its local configuration,
which provides a way to explore the effect of coadsorbed water on
the bitartrate structure during hydration, even when the water itself
may not be directly visible by STM.The effect of exposing a
bitartrate island to water at low temperature
is shown in Figure . Depositing a small amount of water results in the appearance of
water pentamer chains on the Cu(110) terraces,[29] nucleated from the bitartrate island edges. The bitartrate
islands themselves remain intact (Figure b), but water clusters appear as bright features
at the edge of the islands and along the Cu channels between the trimer
rows. These bright clusters show no particular structure and often
appear diffuse, which indicates they are amorphous. At higher resolution,
the Cu channels also show low contrast zigzag structures and mobile
features (Figure c)
that are easily displaced by the STM tip. The mobile features reduce
as the coverage is increased, Figure d, with faint zigzag features apparent in parts of
the Cu channel, alongside larger water clusters. The bitartrate itself
appears unchanged by water adsorption and is shown superimposed on
the STM image in Figure e. The features caused by water adsorption remain confined to the
Cu channels, rather than restructuring or decorating the top of the
bitartrate rows, and are attributed to weakly bound or low coordinate
water that can easily be displaced within the Cu channel by the STM
tip. Increasing the coverage further results in the water clusters
growing larger and more numerous until they obscure the outer bitartrate
molecules from view to leave only the central bitartrate rows visible
between the clusters (see, for example, Figures g and S1 for further
details). The overall behavior at low temperature is that the Cu channels
act as hydrophilic sites and the bitartrate rows as hydrophobic sites,
despite the presence of OH groups on bitartrate that might stabilize
water above the bitartrate chain.
Figure 2
STM images comparing a bitartrate surface
(a) before and (b–d)
after water adsorption at 80 K. (b) Large-scale image for 0.11 ML
water adsorbed on a bitartrate island. (c) Details of (b) showing
water forming mobile features and diffuse structures in the Cu channels
between bitartrate rows. Increasing the water coverage to 0.25 ML
(d) results in large amorphous clusters appearing along the Cu channels
above low contrast zigzag structures. (e) Schematic showing the surface
Cu net, indicated by the grid, and the location of bitartrate in (d)
relative to the features caused by water in the Cu channels. The images
were recorded at (a,b) −0.1 V, 10 pA, (c) −0.21 V, 20
pA, and (d) −0.21 V, 100 pA, respectively.
Figure 3
STM images
showing the effect of water on bitartrate as the temperature
is increased. (a,d) STM images showing details of the bitartrate structure
in the presence of 0.1 ML water at 120 K. The grid shows the underlying
Cu surface net. Part (a) shows a row of bitartrate along the edge
of a trimer row increasing in contrast, while part (d) shows water
locally expanding the trimer row and disrupting the original bitartrate
structure (circled). Parts (b,c) and (e,f) show schematics, based
on DFT calculations described in the text, which indicate water–bitartrate
arrangements consistent with images (a) and (d). The solid arrows
in (c) show the movement required to change the two bitartrate trimers
(c) into the structure shown in (d)–(f). In (g), increasing
the water coverage (ca. 0.5 ML) at 120 K forms water clusters in the
Cu channels, while (h) shows the complete loss of long-range order
of bitartrate after the surface is annealed to 150 K to remove weakly
bound water clusters. The imaging conditions are (a,d,h) 0.4 V, 100
pA and (g) 0.34 V, 100 pA.
STM images comparing a bitartrate surface
(a) before and (b–d)
after water adsorption at 80 K. (b) Large-scale image for 0.11 ML
water adsorbed on a bitartrate island. (c) Details of (b) showing
water forming mobile features and diffuse structures in the Cu channels
between bitartrate rows. Increasing the water coverage to 0.25 ML
(d) results in large amorphous clusters appearing along the Cu channels
above low contrast zigzag structures. (e) Schematic showing the surface
Cu net, indicated by the grid, and the location of bitartrate in (d)
relative to the features caused by water in the Cu channels. The images
were recorded at (a,b) −0.1 V, 10 pA, (c) −0.21 V, 20
pA, and (d) −0.21 V, 100 pA, respectively.STM images
showing the effect of water on bitartrate as the temperature
is increased. (a,d) STM images showing details of the bitartrate structure
in the presence of 0.1 ML water at 120 K. The grid shows the underlying
Cu surface net. Part (a) shows a row of bitartrate along the edge
of a trimer row increasing in contrast, while part (d) shows water
locally expanding the trimer row and disrupting the original bitartrate
structure (circled). Parts (b,c) and (e,f) show schematics, based
on DFT calculations described in the text, which indicate water–bitartrate
arrangements consistent with images (a) and (d). The solid arrows
in (c) show the movement required to change the two bitartrate trimers
(c) into the structure shown in (d)–(f). In (g), increasing
the water coverage (ca. 0.5 ML) at 120 K forms water clusters in the
Cu channels, while (h) shows the complete loss of long-range order
of bitartrate after the surface is annealed to 150 K to remove weakly
bound water clusters. The imaging conditions are (a,d,h) 0.4 V, 100
pA and (g) 0.34 V, 100 pA.Increasing the surface temperature increases the mobility of both
water and bitartrate and changes the adsorption behavior, as shown
in Figure . The zigzag
water structures seen at 80 K (Figure d) disappear from the Cu channels, which implies these
structures are metastable. Water surrounding the edge of bitartrate
islands orders into recognizable H-bonding networks similar to those
seen on clean Cu(110).[30,31] Apart from the appearance of
large water clusters in the Cu channels as the coverage is increased
(Figure g), STM no
longer images any other water directly, but its presence can be inferred
from changes to the bitartrate structure. We observe two distinct
types of change to the bitartrate layer. The first, most common change
observed at low temperature (T ≤ 120 K) is
an increase in contrast of bitartrate molecules along the edge of
the trimer rows, to form a series of bright features down one or both
sides of the bitartrate row, as shown in Figure a (see also Figure S1). The increase in contrast is associated with a slight shift (less
than one-half the Cu spacing) in the intensity maximum of these features
along the bitartrate row, as shown in Figure b. Formation of the bright rows maintains
the overall bitartrate structure, with no increase in trimer width,
and occurs occasionally even at 80 K.The second type of modification
to bitartrate is more significant
and involves local restructuring of the trimer chains. At these sites,
the outer bitartrate molecules increase in intensity, and some of
the bitartrate groups change their adsorption footprint and site.
An example is shown circled in Figure d, where a pair of bitartrate trimers increase in contrast
and are displaced relative to the underlying Cu grid. The central
molecule of the trimer changes appearance, aligning more along ⟨001⟩,
and displaces by one-half a unit along ⟨11̅0⟩,
consistent with bitartrate moving from an oblique footprint across
two Cu unit cells to a rectangular adsorption site in a single Cu
unit cell, as illustrated in Figure e,f. Simultaneously, the outer molecule displaces in
the same direction and increases in contrast. This results in an increased
width for the trimer chain, with bitartrate sitting in the adsorption
sites expected for a RRR trimer, creating bare Cu sites within
the structure that are not bonded to bitartrate (highlighted in yellow
in Figure f). This
rearrangement often occurs to several bitartrate trimers in a local
group, which suggests the process is concerted, with bitartrate rearrangement
creating space within the chains that allows water into the structure
and encourages further disruption of neighboring sites. As the water
dose is increased, Figure g, large water clusters form along the Cu channels and obscure
many of the outer bitartrate groups. Nevertheless, the bitartrate
along the center of the original trimer chains remains clear of water
clusters, with individual molecules displaced irregularly on either
side of the original site, similar to bitartrate in Figure d. Heating the surface to 150
K or above (Figure h) desorbs water that is stabilized only by weak water–water
H-bonds[32] and removes the water clusters
seen at lower temperature to leave only strongly bonded water. The
increased mobility of water and bitartrate at 150 K results in the
complete disappearance of the original bitartrate chains. The surface
now consists of bitartrate adsorbed across the surface in a disordered
fashion, Figure h,
and the original bitartrate structure can only be recovered by annealing
the surface to the original preparation temperature (350–400
K) to drive off the remaining water and reorder bitartrate. The progression
from local changes to the bitartrate chains at low temperature (80
K) to complete dissolution at higher temperature (150 K) indicates
that water progressively disrupts the tartaric acid structure and
solvates the bitartrate units to form a disordered, hydrated 2D bitartrate–water
phase.To understand the mechanism by which bitartrate is solvated,
we
performed extensive DFT calculations to explore how water binds, what
causes some molecules at the outside of the trimer chains to increase
in contrast, and why water breaks apart the bitartrate structure.
A summary of the calculated structures, their binding energy, and
STM simulations is provided in the Supporting Information. The calculations show that water prefers to bind
flat atop Cu to form a hydrogen bond to the O ligand of bitartrate,
as shown in Figure a. The adsorption geometry is similar to that of water on the bare
surface, but the binding energy for water is 0.466 eV greater than
that for an isolated water on Cu and 0.195 eV greater than that for
the pentamer chains formed on bare Cu terraces.[29] The four Cu sites immediately adjacent to the O ligands
all offer a similar binding energy, but when water donates to the
O ligand adjacent to the OH group, the internal H-bond breaks and
re-forms to the opposite carboxylate ligand, which distorts the bitartrate
structure. The presence of two H donors alongside the bitartrate causes
the internal H-bond to break entirely, as shown in Figures b and S6, which leaves the OH group pointing away from the surface.
Despite breaking the internal bitartratehydrogen bond, water adsorption
has a negligible effect on the relative stability of the R versus O footprints (see Figures S4–S6).
Figure 4
Electronic structure calculations showing the minimum energy adsorption
geometry of one or two water molecules next to bitartrate, with a
binding energy of (a–d) 0.957, 1.04, 1.089, and 1.04 eV/water,
respectively. Parts (a,b) show water next to bitartrate monomer with
the rectangular footprint, and parts (c,d) show the water structure
next to bitartrate rows. The background in (c,d) compares a simulation
of the STM images (0.3 V bias) showing bitartrate alone (LHS) or with
water (RHS). The grid indicates the position of the Cu atoms. The
contrast of bitartrate in (d) increases as 2 waters bind to the O
ligands, which breaks the internal H-bond and shifts the maximum contrast
toward the uncoordinated OH group (see Figure a–c).
Electronic structure calculations showing the minimum energy adsorption
geometry of one or two water molecules next to bitartrate, with a
binding energy of (a–d) 0.957, 1.04, 1.089, and 1.04 eV/water,
respectively. Parts (a,b) show water next to bitartrate monomer with
the rectangular footprint, and parts (c,d) show the water structure
next to bitartrate rows. The background in (c,d) compares a simulation
of the STM images (0.3 V bias) showing bitartrate alone (LHS) or with
water (RHS). The grid indicates the position of the Cu atoms. The
contrast of bitartrate in (d) increases as 2 waters bind to the O
ligands, which breaks the internal H-bond and shifts the maximum contrast
toward the uncoordinated OH group (see Figure a–c).Water adsorption onto the extended bitartrate structure follows
a similar pattern, with water preferentially decorating the edge of
the trimer rows as it forms a hydrogen bond to the O ligands (Figure S7). Figure c shows the most stable structure we found
with water decorating one edge of the trimer row. Water binds between
two bitartrate molecules, to form a hydrogen bond to an O ligand on
each molecule. Formation of the new water H-bond causes bitartrate
to reorient its internal H-bond so the OH group binds to the opposite
O ligand in a six-member ring. Water shows a low contrast in STM,
and simulations (Figures c) show that the water molecules are invisible next to bitartrate
and cannot be directly imaged in STM. When additional water is adsorbed
onto this structure, it binds flat in the Cu channel, to form H-bond
networks that show a low contrast in STM (see Figure S8 and the Supporting Information for more details).
These structures are metastable, less stable than structures where
water and bitartrate are allowed to fully restructure, but will form
kinetically at low temperature as water decorates the stable hydration
structure. This behavior reproduces the experimental observation that
a low contrast water network forms in the Cu channel at 80 K (Figure d) but disappears
when the surface is annealed to 120 K (Figure a,d), and water and bitartrate are able to
relax into more stable configurations.When a second water is
added alongside bitartrate, water forms
a dimer next to the O ligands, as shown in Figures d and S7. In this
case, the water H-bonds to the O ligands cause bitartrate to completely
break the internal hydrogen bond, so that the OH group now becomes
free to rotate. STM simulations (Figure d) show a large increase in contrast to the
bitartrate near the free OH, consistent with the shift in intensity
maximum toward that end of the molecule observed experimentally (Figure b). Decoration of
the edge of the bitartrate chains requires no displacement of the
adsorbate and only limited local relaxation of the structure as water
bonds to the O ligands and breaks the internal hydrogen bond. As a
result, this process is expected to have a low activation barrier
and is observed occasionally even at 80 K, but occurs more frequently
above 100 K (Figure S1). Experimentally,
we find that the contrast increase in bitartrate often occurs for
a number of neighboring molecules, as shown in Figure a, which suggests an ordered chain of water
forms alongside the bitartrate row, to cause the same relaxation at
a series of sites. The DFT calculations support the idea that the
local coordination around bitartrate determines if the internal OH
group simply relaxes (Figure c) or breaks (Figure d), which causes the bitartrate to “light up”
in STM. These results indicate that hydration of the O ligands along
the edge of the Cu channels occurs even at 80 K and represent the
first stage of bitartrate hydration.To understand why water
causes expansion of the bitartrate structure
at higher temperatures (Figure d,h), we compared water adsorption on the original bitartrate
arrangement with structures obtained by displacing bitartrate into
a different site or footprint. Water adsorption on top of the original
(ROR) bitartrate structure is extremely unfavorable, but restructuring
the chains by changing the adsorption footprint, or by displacing
bitartrate into neighboring sites, creates open chains with new adsorption
sites that strongly bind water (Figure S9). Displacing bitartrate laterally creates the (RRR) trimer observed
in Figure d, which
opens vacant Cu sites between the bitartrate groups, as shown schematically
in Figure e,f. Water
can adsorb at these vacant Cu sites as shown in Figure , hydrating the O ligands in the interior
of the chains and stabilizing the (RRR) configuration.
This structure is the most stable arrangement we found with 2 waters
per trimer and is more stable than structures where water decorates
the edge of the bitartrate rows. Water adsorbs atop the vacant Cu
site, to form H-bonds to the two neighboring O ligands. Although the
new structure has sacrificed the intermolecular H-bond found in the
original (ROR) trimer, this is compensated by the additional
hydration energy. However, unlike relaxation of the internal H-bonds
at the edge of a bitartrate row, restructuring a trimer requires the
O ligands to displace along the close-packed Cu row. This process
is activated and occurs only occasionally at 80 K but becomes more
common as the temperature is increased toward 120 K where there is
sufficient thermal energy to allow bitartrate to change adsorption
site. The formation of water H-bonds to the O ligands in the (RRR) trimer causes the internal bitartrate H-bonds to reorient toward
O on the opposite end of the molecule, which twists the C skeleton
and increases the contrast in STM, Figure b, similar to the experimental behavior shown
in Figure d. At higher
temperatures, where mobility is greater, further restructuring can
provide additional Cu adsorption sites, which allows more water into
the rows and eventually causes the complete breakup of the bitartrate
structure shown in Figure h. In support of this idea, several different trimer arrangements
that allow water into the structure are more stable than structures
with water confined to the outside edge alone (see Figure S9).
Figure 5
Calculated structure showing the most stable arrangement
found
for two water molecules adsorbed per bitartrate trimer with a binding
energy of 1.235 eV/water. Part (a) shows the resulting RRR trimers with
water adsorbed on the exposed Cu site. (b) Empty state STM simulation
for 0.3 V bias with the grid showing the Cu surface net.
Calculated structure showing the most stable arrangement
found
for two water molecules adsorbed per bitartrate trimer with a binding
energy of 1.235 eV/water. Part (a) shows the resulting RRR trimers with
water adsorbed on the exposed Cu site. (b) Empty state STM simulation
for 0.3 V bias with the grid showing the Cu surface net.The idea that hydration of O ligands within the interior
of the
structure drives bitartrate restructuring gains further support from
the observation of similar changes for isolated bitartrate trimers.
In this case, it is possible to directly resolve the water network
formed around the trimer; see Figures and S3. Bitartrate trimers
are immediately recognizable as three bright features, surrounded
by a low contrast 2D water network in STM images. The water/OH hydrogen-bond
structures can be assigned on the basis of previous work,[29−36] to define the Cu surface net and allow the trimer to be assigned
to a particular configuration. Whereas ROR trimers are found exclusively
on the clean surface, and may persist up to ca. 120 K during hydration
(see Figure S3), at higher temperatures
hydration creates open RRR trimers, shown in Figure . Just as for the extended
2D structure, restructuring the trimer allows water greater access
to the O ligands between the groups, with two new O ligands becoming
accessible to water in the more open RRR structure (indicated
by the dark blue O atoms shown schematically in Figure b).
Figure 6
(a) STM image showing a single RRR trimer surrounded
by a water/OH network
after annealing at 150 K to order water (−0.4 V, 100 pA). The
trimer images with a high contrast (red), while the water network
appears as a low contrast (white) network above the Cu (blue), with
the Cu lattice sites indicated by the grid. The occupied water adsorption
sites immediately around the bitartrate trimer are indicated schematically,
although the specific proton orientations are unknown. (b) Schematic
comparing the number of water H-bonding sites around the original ROR hydrogen-bonded
trimer (left) to that of the relaxed RRR trimer (right).
Oxygen ligand sites that are inaccessible to water in the original ROR trimer
are highlighted in bright blue, which show the creation of additional
water adsorption sites around the RRR trimer.
(a) STM image showing a single RRR trimer surrounded
by a water/OH network
after annealing at 150 K to order water (−0.4 V, 100 pA). The
trimer images with a high contrast (red), while the water network
appears as a low contrast (white) network above the Cu (blue), with
the Cu lattice sites indicated by the grid. The occupied water adsorption
sites immediately around the bitartrate trimer are indicated schematically,
although the specific proton orientations are unknown. (b) Schematic
comparing the number of water H-bonding sites around the original ROR hydrogen-bonded
trimer (left) to that of the relaxed RRR trimer (right).
Oxygen ligand sites that are inaccessible to water in the original ROR trimer
are highlighted in bright blue, which show the creation of additional
water adsorption sites around the RRR trimer.Our results show that hydration of chemisorbed bitartrate is driven
by the high binding energy of water at metal sites immediately next
to carboxylate O ligands. The original bitartrate structure has accessible
O–Cu ligands available along the edge of the bitartrate rows,
and water decorates these sites at low temperature. Local relaxation
of the internal bitartrate H-bonds occurs in response to the new water
H-bonds, with multiple water H-bonds breaking the internal bitartrate
H-bond even at low temperature. In contrast, water adsorbed on top
of the bitartrate structure, where it can form H-bonds to the OH group
and O ligands, loses the favorable Cu–water interaction and
is unstable. The original trimer rows do not have any vacant Cu sites
within the structure where water could bind, but increasing the temperature
allows water to penetrate into the rows and displace bitartrate to
create stable Cu adsorption sites between the O ligands. Heating to
150 K causes the trimers to separate, which fully hydrates the O ligands
and completely disrupts the original bitartrate structure, a process
that occurs some 200 K below the temperature required to reorder bitartrate
alone. By replacing the intermolecular H-bonds that stabilize bitartrate
trimers with H-bonds to water, water adsorption destroys the long-range
chiral structure. We conclude that any chiral activity of surface
bitartrate in the presence of water can only arise from a direct local
interaction with bitartrate.Many supported adsorbate systems
used in technical applications,
such as surface protection or functionalization, rely on their wetting
behavior to different materials for their operation,[37−39] which creates great interest in how water is structured within and
immediately above the surface film.[13,40−42] Surface functionalization is often achieved by patterning the surface
with an organic functional group, mediated by specific adsorption
of the self-assembled layer via a polar ligand. Examples of such systems
include SAMs based on S-, O-, or N-containing ligands, but experimental
characterization of these overlayers remains limited.[43,44] Recently, new neutron reflection studies have revealed that Au thiolSAMs, probably the most intensively investigated system, show an unanticipated
degree of water penetration into the interface, with between 2 and
6 waters per adsorbed ligand,[45] which directly
influences the behavior of the SAM. The behavior displayed for the
bitartrate system investigated here indicates that hydration of polar
surface–adsorbate ligands is expected to occur by adsorption
at nearest neighbor surface sites, which suggests a general mechanism
for water adsorption on hydrophilic surfaces protected by an adsorbate
film. A better understanding of the atomic arrangement of these interfaces
will provide a way to anticipate the effect of this water and the
consequences for surface packing and the growth or disruption of self-assembled
films.
Conclusion
We have shown that hydration of a chiral,
supramolecular assembly
is driven by hydration of the O ligands that are responsible for binding
the adsorbate to the metal surface. Initially the accessible O–Cu
ligands are decorated by water, but, as the coverage increases, water
disrupts the dense adsorbate chains and breaks the intermolecular
H-bonds to allow water in to hydrate all of the O ligands. This process
is progressive, with local restructuring allowing further water into
the structure. Despite having an OH group that can form H-bonds to
water, the bitartrate itself appears hydrophobic, with the OH groups
playing a limited role in hydration. Because many supported adsorbate
systems rely on highly polar ligands to chemisorb on the surface,
we anticipate that hydration of polar surface–adsorbate ligands
will play a key role in the hydration behavior of many technically
important surfaces.
Methods
Experimental
Section
The Cu(110) surface was prepared
by argon ion sputtering at 500 eV, followed by annealing to 800 K,
to yield an average terrace size of ca. 800 Å. Further details
have been given previously.[30]R,R-Tartaric acid (99%) was obtained from Sigma-Aldrich
and used without purification. The adsorbate was deposited from a
solid sample held in a resistively heated glass tube, separated from
the main vacuum chamber by a gate valve and differentially pumped
by a turbomolecular pump.[24] The tartaric
acid was outgassed at ca. 340 K and then heated to ca. 370 K to sublime
onto the copper crystal. After deposition, the Cu sample was heated
to 350 K to deprotonate the acid and desorb the hydrogen. The ordering
of the bitartrate phase and its structure was confirmed by LEED and
STM.STM images were recorded in an ultra high vacuum STM (Createc
STM/AFM at 77 K) operated in constant current mode with an electrochemically
etched tungsten tip. Images were acquired in constant current mode,
with bias voltages quoted as the sample relative to the tip, so that
positive voltages correspond to electrons tunneling into the surface
(empty state images). Water was adsorbed on the bitartrate structures
in situ at 80 K using a directional doser. The surface was then annealed
to the desired temperature using a diode heater, before being cooled
to 80 K to image the surface. Heating the surface from 80 to 150 K
to desorb water clusters required ca. 2 h. STM images were processed
using WSxM.[46] Preliminary experiments to
characterize water adsorption in this system were carried out using
a Specs 150 Aarhus STM at 100 K, with low current LEED and TPD to
characterize water adsorption using methods described earlier.[47,48]Figures S1–S3 show supporting
STM images of water adsorption on the 2D bitartrate structure and
around an isolated trimer. Assignment of bitartrate to different adsorption
footprints (R or O) is made using the location
of the bitartrate relative to the Cu surface net. The Cu atom locations
are established either from the Cu location in STM (isolated trimers
or small bitartrate islands), from the known structure of the bitartrate
phase (large bitartrate islands at T ≤ 120
K), or from the OH/water network around an isolated trimer (e.g., Figure ). It is not possible
to establish the bitartrate adsorption site and footprint when no
ordered structure is present, for example, when bitartrate is fully
hydrated and disordered at 150 K (Figure h).
Computational Details
Total energy
calculations were
carried out for trial structures using VASP[49,50] with the optB86b-vdW exchange-correlation functional.[51,52] The optB86b-vdW functional includes van der Waals interactions,
which are known to be important in stabilizing surface adsorption
relative to cluster formation,[53,54] and has a performance
similar to that of other vdW functionals for systems where physisorption
is important.[55] Water adsorption on a single
bitartrate was modeled with a (5 × 4) supercell in a five-layer
slab, with the bottom two layers fixed, using a 7 × 6 ×
1 k-point mesh (see Figures S3–S5). The extended 2D structure in the (9 0,1 2) (R,R) unit cell used a 4 × 12 × 1 k-point set; see Figures S6–S8. Valence electron–core interactions were included using the
projector augmented wave method,[56,57] with a plane
wave cutoff energy of 400 eV and including dipole corrections perpendicular
to the surface. All water adsorption energies are quoted in electronvolts
per molecule, calculated relative to the original bitartrate covered
Cu(110) surface and water in the gas phase. Adsorption energies are
not corrected for vibrational effects. Figures S3–S8 show supporting calculations referred to in the
text. Simulation of the STM images was calculated using the Tersoff–Hamann
approximation in the implementation by Lorente and Persson.[58,59]
Authors: Javier Carrasco; Angelos Michaelides; Matthew Forster; Sam Haq; Rasmita Raval; Andrew Hodgson Journal: Nat Mater Date: 2009-03-08 Impact factor: 43.841
Authors: Whitney A Fies; Jeremy T First; Jason W Dugger; Mathieu Doucet; James F Browning; Lauren J Webb Journal: Langmuir Date: 2020-01-07 Impact factor: 3.882