Despite their ubiquity, self-assembled monolayers (SAMs) of thiols on coinage metals are difficult to study and are still not completely understood, particularly with respect to the nature of thiol-metal bonding. Recent advances in molecular electronics have highlighted this deficiency due to the sensitivity of tunneling charge-transport to the subtle differences in the overall composition of SAMs and the chemistry of their attachment to surfaces. These advances have also challenged assumptions about the spontaneous formation of covalent thiol-metal bonds. This paper describes a series of experiments that correlate changes in the physical properties of SAMs to photoelectron spectroscopy to unambiguously assign binding energies of noncovalent interactions to physisorbed disulfides. These disulfides can be converted to covalent metal-thiolate bonds by exposure to free thiols, leading to the remarkable observation of the total loss and recovery of length-dependent tunneling charge-transport. The identification and assignment of physisorbed disulfides solve a long-standing mystery and reveal new, dynamic properties in SAMs of thiols.
Despite their ubiquity, self-assembled monolayers (SAMs) of thiols on coinage metals are difficult to study and are still not completely understood, particularly with respect to the nature of thiol-metal bonding. Recent advances in molecular electronics have highlighted this deficiency due to the sensitivity of tunneling charge-transport to the subtle differences in the overall composition of SAMs and the chemistry of their attachment to surfaces. These advances have also challenged assumptions about the spontaneous formation of covalent thiol-metal bonds. This paper describes a series of experiments that correlate changes in the physical properties of SAMs to photoelectron spectroscopy to unambiguously assign binding energies of noncovalent interactions to physisorbed disulfides. These disulfides can be converted to covalent metal-thiolate bonds by exposure to free thiols, leading to the remarkable observation of the total loss and recovery of length-dependent tunneling charge-transport. The identification and assignment of physisorbed disulfides solve a long-standing mystery and reveal new, dynamic properties in SAMs of thiols.
Organic monolayer films
have found a wide variety of applications
in the fields of chemistry, physics, molecular biology, biomedical
engineering, and materials science,[1−3] including nanopatterning,[4,5] molecular-scale devices,[6,7] optical materials,[8,9] biosurfaces,[10] adhesion,[11] wettability,[12] and corrosion.[13] Self-assembled monolayers (SAMs) of thiols on
gold are a particularly versatile and well-studied class of organic
monolayer films that leverage the two-dimensional (2D) self-assembly
of organic molecules mediated by the strong, but reversible, binding
of thiols to metal surfaces.[14−19] The structural and interfacial properties of derivatives of alkanethiols
in mixed monolayers were recently found to be closely related to the
transport properties of tunneling junctions.[20−26] The special nature of this type of bonding is what imparts SAMs
with some of their most useful properties, because it governs the
dynamics of self-assembly and allows for the formation of densely
packed monolayers as well as self-repair, in-place exchange, the formation
of mixed monolayers, and responsiveness. Elucidating the special nature
of covalent Au–S bonding on surfaces has, however, proven challenging.[1] Studies of the stability of thiol-based SAMs
under various conditions of SAM formation, such as pH,[27] solvent effect,[28] influence of the roughness[29] of Au substrates,
photoirradiation,[30] effects of redox environments,[31] etc., provide insight into the self-assembly
process. Optical tweezers, magnetic tweezers, and single-molecule
force spectroscopy[32] provide information
about the properties of individual thiols bound to Au. It is, however,
particularly challenging to investigate the nature of Au–S
bonds in a SAM in a context in which it is useful, for example, on
a macroscopic substrate under ambient conditions because they are,
ultimately, self-assembled nanomaterials.[2]The central challenge to studying large-area SAMs (as opposed
to
single-molecule or nanoscopic areas on Au single-crystals) is that
they are heterogeneous and can comprise different types of Au–S
bonds that affect the properties of the SAM. For example, thiolated-DNA
physisorbed on Au as either Au···SH–R or Au···(S–S)···Au
(where “–” represents a covalent bond, and “···”
represents a noncovalent interaction; see Figure ) resulted in SAMs with different properties
than SAMs of the same thiolated-DNA comprising only covalent interactions.[33] Similarly, it has been shown that growing SAMs
from solutions containing differing fractions of disulfides (S–S
bonds) alters the rectification ratio in large-area tunneling junctions.[34] Likewise, there is also evidence that disulfide
and thiol molecules pack and orient differently on Au.[35] In the field of molecular electronics, which
is sensitive to small perturbations in structure/bonding, the nature
and influence of Au–S bond(s) at the electrode interface are
still not well understood. In their pioneering work on SAMs of thiols,
Nuzzo et al. observed that S–S bonds are reduced spontaneously
on Au surfaces to form Au–S bonds, finding no evidence of residual
S–S bonds.[14,15] Subsequently, Whitesides et al.
observed that thiols out-compete disulfides in the formation of SAMs
and again did not observe any residual S–S bond.[17] However, Venkataraman et al. observed that,
in single-molecule junctions, covalent Au–S and noncovalent
Au···(S–S)···Au/Au···SH–R
bonds affect injection currents differently, from which they further
concluded that Au···(S–S)···Au
and Au···SH–R interactions can coexist in SAMs
formed from thiols.[36] In this paper, we
reconcile the apparent discrepancies in the nature of gold–thiolate
binding that have been revealed by molecular–electronic studies
and overcome a long-standing challenge to spectroscopic studies on
SAMs by unambiguously identifying and assigning Au···(S–S)···Au
bonds using photoelectron spectroscopy and correlating their presence
to transport properties in tunneling junctions comprising SAMs.
Figure 1
Three modes
by which d-DTT can bind to Au: bidentate-physisorbed
((bp)d-DTT), monodentate-physisorbed ((mp)d-DTT), and bidentate-chemisorbed
((bc)-DTT) where “–” and “···”
represent covalent and noncovalent interactions, respectively, and
d stands for a dimerized S–S bond.
Three modes
by which d-DTT can bind to Au: bidentate-physisorbed
((bp)d-DTT), monodentate-physisorbed ((mp)d-DTT), and bidentate-chemisorbed
((bc)-DTT) where “–” and “···”
represent covalent and noncovalent interactions, respectively, and
d stands for a dimerized S–S bond.X-ray photoelectron spectroscopy (XPS) is a powerful tool for identifying
chemical species in SAMs. It can provide information about Au–S
interactions, characterize the average thicknesses of monolayers,
elucidate the tilt angles of molecules with respect to the surface
normal, and determine the orientation and vertical positions of functional
groups. In short, XPS is a comprehensive spectroscopy for interrogating
SAMs of thiolates.[37] In the S 2p core level
of an XPS spectrum at binding energies of 161.8–162.0 eV, an
S 2p3/2 peak corresponds to a Au–S covalent bond.
Shifts in this range of binding energies correspond to changes in
the oxidation state of the sulfur atom, reflecting changes in interactions
between Au and S, whether they be covalent or noncovalent in nature.
However, in several XPS and high-resolution (HR) XPS studies (at a
resolution limit of 0.05 eV),[33,35] Au···(S–S)···Au
and Au···SH–R interactions have been interchangeably
assigned to the same binding energies, ranging from 163 to 164 eV,
e.g., a commonly occurring S 2p3/2 peak at (163.6 ± 0.2) eV.[38−42] The ambiguity of this assignment limits XPS to a
qualitative measure of the quality of a SAM; a high-quality SAM lacks
a peak at (163.6 ± 0.2) eV because it can only be ascribed to
noncovalent binding. The assignment of this peak to a specific chemical
species enables quantitative measures of quality and deeper insight
into the overall structure of a SAM and its interaction with the substrate
upon which it self-assembles both pro- and retroactively.For
this study, we returned to dithiolreitol ((2S,3S)-1,4-bis(sulfanyl)butane-2,3-diol, DTT, see Figure ) because it is well-established
and readily forms stable, internal disulfide bonds. We grew SAMs of
pure DTT and mixed monolayers of DTT and ethanethiol (EtSH)—which
is effectively half of a DTT molecule—and varied the growth
conditions while monitoring the S 2p core-level spectra. These data
were further correlated to surface hydrophobicity and tunneling charge-transport
through the thickness of the monolayers.
Results and Discussion
Owing to the formation of a stable six-membered ring, DTT readily
forms internal disulfide bonds to form d-DTT, which can then be used
to study Au–S interactions in the absence of free thiols. As
depicted in Figure , d-DTT molecules can bind to the surface of Au in different configurations. Figure a,b depicts two possible
binding modes in which the internal disulfide bond is preserved, and
all Au–S interactions are, therefore, noncovalent. These are
denoted as bidentate-physisorbed d-DTT, (bp)d-DTT (both sulfur atoms
are interacting with Au), and monodentate-physisorbed d-DTT, (mp)d-DTT
(only one sulfur atom is interacting with Au). In the third possible
configuration, Figure c, both sulfur atoms are covalently bound to Au, which is denoted
bidentate-chemisorbed DTT, (bc)-DTT. All of the SAMs of d-DTT on Au
surfaces were prepared at room temperature from ethanolic solutions
(0.1 mM) of d-DTT with varying immersion times, as explained below.
XPS and
Contact Angle Measurement
To characterize the
evolution of S/Au interactions, d-DTTSAMs were grown with different
immersion times of 20, 120, and 720 min denoted as 20m, 120m, and
720m, respectively, as shown in Figure . The S 2p core-level spectra (shown in Figure c) comprise multiple doublets,
confirming the presence of multiple oxidations states of S. The doublets
peaked at 161.3, 162.0, and 163.6 eV correspond to S bound to Au hollow-sites
(purple curve),[43] covalent Au–S
bond (black curve),[40,41,43] and physisorbed disulfide (red curve),[40,44,45] respectively. The peak at 161.3 eV (purple
curve) that is present in the spectra of 20m is absent in the 120m
and 720m samples, which suggests that SAMs of d-DTT form by first
filling Au hollow-sites to form a disordered monolayer.[43] However, rather than evolving into a single
S–Au interaction with time, hollow-site bonding is replaced
by a mix of Au–S and S–S species as indicated by the
persistent presence of both red and black curves in 120m and 720m.
Thus, at least two of the three species shown in Figure persist at longer immersion
times.
Figure 2
(a) Water contact angles on SAMs of pure DTT grown from d-DTT with
immersion times of 20 min (20m), 120 min (120m), and 720 min (720m).
Contact angles of SAM of pure ethanethiol (EtSH) serve as a reference.
(b) Water contact angles (red) and normalized Au/S ratios from XPS
(black) versus the immersion time for SAMs of DTT (squares) and EtSH
(circles). (c) XPS spectra of the SAMs 20m, 120m, 720m. The left column
shows the corresponding S 2p core-level spectra, which comprise multiple
doublets corresponding to Au—S bonds (black curve), hollow-site
bonds (purple curve), and S—S bonds (red curve). The right
column shows the C 1s core-level spectra, which comprise peaks corresponding
to C—C bonds (black curve), C—S/C—OH bonds (green
curve), and C=O bonds (blue curve).
(a) Water contact angles on SAMs of pure DTT grown from d-DTT with
immersion times of 20 min (20m), 120 min (120m), and 720 min (720m).
Contact angles of SAM of pure ethanethiol (EtSH) serve as a reference.
(b) Water contact angles (red) and normalized Au/S ratios from XPS
(black) versus the immersion time for SAMs of DTT (squares) and EtSH
(circles). (c) XPS spectra of the SAMs 20m, 120m, 720m. The left column
shows the corresponding S 2p core-level spectra, which comprise multiple
doublets corresponding to Au—S bonds (black curve), hollow-site
bonds (purple curve), and S—S bonds (red curve). The right
column shows the C 1s core-level spectra, which comprise peaks corresponding
to C—C bonds (black curve), C—S/C—OH bonds (green
curve), and C=O bonds (blue curve).We ascribe the peak at 163.6 eV (red curve) exclusively to (bp)d-DTT
using the following reasoning: Sulfur is more electronegative than
hydrogen, meaning that the sulfur peak of a physisorbed organic thiol
will appear at a lower binding energy than the corresponding disulfide,
specifically in the range 163.0–164.0 eV;[33,35,46,47] thus, it cannot
be physisorbed thiol. Moreover, d-DTT is a pure disulfide, meaning
that the thiol protons would have to be provided by ethanol during
the growth of the SAM. Formally, this is a redox reaction in which
2 equiv of H• are abstracted from ethanol to form the peroxide
(CH3CH2O)2 and DTT, which is unlikely.
Finally, binding energies for physisorbed and free thiols have been
reported at 163.2 eV.[43,48] The absence of any such peaks
near or below the peak at 163.6 eV supports our hypothesis that the
red curve corresponds to a single sulfur species, specifically (bp)d-DTT
(Figure a).Further evidence that (mp)d-DTT is not present in the SAMs can
be found in the carbon spectra. The C 1s core-level region comprises
multiple singlets: 284.5 eV (black curve),[49] 286.5 eV (green curve),[50−52] and 288.8 eV (blue curve),[53−55] corresponding to C—C bonds, C—S/C—OH bonds,
and adventitious C=O species, respectively. Although the number
and relative intensities of the peaks do not change significantly
with immersion time, the green peak shifts to a lower binding energy
by 0.5 eV between 20m and 720m, indicating an increase in electron
density around the carbon atoms. This increase could be due to the
formal reduction of sulfur (from S—S to Auδ+—Sδ−), back-bonding in (bp)d-DTT (i.e.,
Au···S), hydrogen bonding between the OH groups as
order within the SAM increases, or any combination thereof.The density of organic thiols/disulfides in a SAM can be determined
from the ratios of the integrated peak-areas of Au and S; the ratio
of Au/S decreases as more thiol/disulfide adsorbs. Figure b compares this ratio for d-DTT
(black squares), normalized to a SAM of EtSH grown for 720 min, showing
that, indeed, the density of the SAM increases with immersion time
commensurate with a decrease in water contact angle from the increasing
density (and order) of the OH groups at the ambient interface. The
water contact angle reaches a minimum of (40 ± 3)° for 720m,
in agreement with the literature values.[14] Thus, although the water contact angle indicates a densely packed
SAM of DTT, the persistence of the two doublets (black and red curves
in Figure c) in the
S 2p core-level region indicates that SAMs grown from d-DTT comprise
a mixed phase of two distinct Au–S interactions.For
further insight into the nature of the two Au–S interactions,
we prepared mixed monolayers of d-DTT and EtSH by exposing pure SAMs
of DTT (120m) grown from d-DTT to 0.1 mM ethanolic solutions of EtSH
for varying times. The data in Figure are labeled with these exposure times (i.e., without
varying the initial 120m used to form the starting pure SAM of DTT).
The S 2p core-level region (which is identical to Figure b 120m) comprises two doublets
at 161.8 eV[40] (black curve) and 163.6 eV
(red curve) labeled as the Au–S and S–S bond. The relative
amounts of S–S, calculated from the area under the red curve
relative to the total S 2p core-level spectra, are (37 ± 2)%,
(25 ± 3)%, (8 ± 2)%, and 0% for exchange times of 0, 6,
18, and 24 h, respectively. The overall trend shows a decrease in
S–S with exchange time, eventually disappearing completely
at 24 h. This trend indicates either that DTT is replaced completely
by ethanethiol, or the S–S bond is reduced at the surface by
exposure to ethanethiol, or a mixture of both. In any case, the commensurate
reduction in the peak at 163.6 eV supports our hypothesis that this
binding energy uniquely results from the presence of S–S bonds
in the SAM.
Figure 3
(a) Water contact angles on mixed monolayers of DTT grown from
pure d-DTT SAM immersed in ethanolic solutions of EtSH for 0, 6, 18,
and 24 h (exchange time). (b) Water contact angles (red) and Au/S
ratios of integrated peak-areas normalized to SAMs of pure EtSH from
XPS (black) versus exchange time for SAMs of DTT with EtSH. (c) XPS
spectra of the substrates pictured in part a. The left column shows
the S 2p core-level spectra, which comprise two doublets corresponding
to Au—S bonds (black curve) and S—S bonds (red curve).
The right column shows the C 1s core-level spectra comprising peaks
corresponding to C—C bonds (black curve), C—S/C—OH
bonds (green curve), and adventitious C=O species (blue curve).
(a) Water contact angles on mixed monolayers of DTT grown from
pure d-DTT SAM immersed in ethanolic solutions of EtSH for 0, 6, 18,
and 24 h (exchange time). (b) Water contact angles (red) and Au/S
ratios of integrated peak-areas normalized to SAMs of pure EtSH from
XPS (black) versus exchange time for SAMs of DTT with EtSH. (c) XPS
spectra of the substrates pictured in part a. The left column shows
the S 2p core-level spectra, which comprise two doublets corresponding
to Au—S bonds (black curve) and S—S bonds (red curve).
The right column shows the C 1s core-level spectra comprising peaks
corresponding to C—C bonds (black curve), C—S/C—OH
bonds (green curve), and adventitious C=O species (blue curve).The C 1s core-level spectra in Figure comprise three different singlets
corresponding
(as in the pure SAMs of DTT in Figure ) to C—C (black curve), C—S/C—OH
(green curve), and adventitious C=O (blue curve). Interestingly,
the peak of the green curve again shifts to lower binding energy by
0.5 eV between 0 and 6 h and then remains unchanged for rest of the
samples. As with the pure SAMs, this shift reflects an increase in
electron density on the carbon atoms and could be due to increasing
hydrogen bonding at the ambient interface and/or the formal reduction
of sulfur. In addition, these SAMs are exposed to EtSH for increasing
periods of time, which is reflected by the reduction in the relative
amount of C—S/C—OH (in C 1s core-level spectra), sharply
from 0 to 6 h, and then only slightly from 6 to 24 h. Thus, after
pure SAMs of DTT are exposed to EtSH for 24 h, only one sulfur species
(Au—S) is present in the XPS spectrum; however, the carbon
spectra still show 36% of C—S/C—OH, indicating that
DTT is still present.Figure b shows
the integrated peak-area ratios of Au/S (normalized to pure SAMs of
EtSH) and water contact angles as a function of time exposed to EtSH.
These data show that the exchange process can be divided into three
different zones. In Zone-1 (0–6 h), the decreasing Au/S ratio
and increasing contact angle suggest the replacement of weakly bound
d-DTT by EtSH, decreasing the density of OH groups at the ambient
interface. As described above, SAMs of DTT prepared by short immersion
times (120m or 0 h sample) in solutions of d-DTT contain myriad defects
and are disordered due to weakly bound d-DTT. Thus, after 6 h of exchange,
EtSH fills the defects and displaces weakly bound d-DTT from the surface.
In Zone-2 (6–8 h), the Au/S ratio increases slightly, while
the water contact angle remains almost unchanged. This trend indicates
that the amount of S (atoms) is nearly constant if not decreasing
slightly, and the ratio of DTT:EtSH in the SAM remains constant. The
XPS spectra (Figure c, red curve), however, indicate that the amount of S–S decreases
by approximately 17% while the amount of C–S/C–OH remains
constant. Together, these data suggest that over the 6–18 h
time interval (Zone-2), the exchange process is dominated by the rearrangement
of Au–S bonds on the surface. Over the same time interval,
S–S bonds are cleaved at the surface, presumably reducing them
to form covalent Au–S bonds. In Zone-3 (18–24 h), the
Au/S increases sharply, and the water contact angle increases, indicating
the desorption of DTT, presumably because it is displaced by EtSH.
Over the same 18–24 h time interval, the S 2p core-level spectra
show the complete loss of S–S, resulting in a single Au–S
species in the mixed monolayer, but not complete replacement by EtSH,
as substantial C–O/C–S peaks remain.The O 1s
spectrum (Figure S13a) confirms
the presence of C–OH species at the ambient interface of all
of the mixed SAMs, while there is no trace of C–OH in the spectra
of SAMs of pure EtSH, which are shown in the bottom row of Figure S13b. The O 1s spectrum of mixed monolayers
of DTT obtained after 6 h of exposure to EtSH is shifted to lower
binding energies by 0.3 eV, consistent with the shift observed in
the C 1s spectrum (Figure S12c). The variation
of the O 1s (Figure S12a) spectral intensity
with exchange time (0–24 h) further supports our assertions
with respect to the relative amounts of C–S/C–OH species
determined from the C 1s spectra (Figure S12c). Taken together, the data suggest that the disappearance of the
peak at 163.6 eV occurs by different mechanisms. Exposure to EtSH
results in the evolution of the peak at 162.0 eV in the S 2p core-level
spectra; during these processes, the contact angle and Au:S ratio
(Zone-3) clearly show the formal reduction of physisorbed S–S
to chemisorbed Au–S, and we can unambiguously ascribe the peak
at 163.6 eV in the core-level S 2p spectra to physisorbed S–S.
The S 2p peaks of (mp)d-DTT and (bp)d-DTT are indistinguishable on
the surface of Au only because of the resolution limit of XPS, but
that does not preclude the assignment of the peak at 163.6 eV to S–S present on
the surface of
Au. Although we lack sufficient spectroscopic insight to prove the
mechanism of disulfide–thiolate interconversion, Figure S11 presents a surface-analogue of disulfide
metathesis in which EtSH converts S–S to Au–S, producing
CH3CH2S2 to balance the stoichiometry.
Such metathesis is well-known in solution.[56]
Tunneling Charge-transport Characterization
The tunneling
charge-transport properties of SAM simple organic thiols (e.g., aliphatic
molecules) are sufficiently well-characterized that the injection
current density J0, tunneling decay coefficient
β (from plots of log J vs molecular length
according to eq , where d is the width of the tunneling barrier), and conductance
can be used to evaluate their properties.[57] For example, differences in the conductance of mono- and dithiol
and disulfide moieties can be used to ascertain whether molecules
are physisorbed or chemisorbed on Au.[36] We employed a similar strategy, using a series of esters derived
from (±)α-lipoic acid in which the thickness of the SAMs
anchored identically to DTT can be varied. These compounds are labeled
as C0 for the parent acid and C1, C5, and C9 for the methyl, pentyl, and nonyl
esters, respectively, as shown in the inset of Figure a; e.g., R = CH3 for C1. Table summarizes
the R groups and their theoretical length and the thicknesses of SAMs
of their respective Cn lipoic acid derivatives as
determined by density functional theory (DFT) calculations and XPS.
Figure 4
(a) Semilog
plots of current density versus voltage (J–V) of SAMs of pure C0, C1, C5, and C9 molecules on AuTS measured with
an EGaIn tip (the R groups and commensurate molecular lengths are
defined in Table ).
(b) Values of β at different applied bias computed from the J–V curves in panel a according to eq showing no dependence on the length
of the R group. (c) Semilog J–V curves of
the same series as panel a in mixed monolayers with octanethiol. (d)
Value of β at different applied biases computed from the J–V curves in panel c showing a clear dependence
on the identity of the R group.
Table 1
R Groups of the Cn Series Shown in Figure a and Corresponding Molecular Lengths Calculated Using DFT
and Measured in SAMs by XPS
abbreviation
(Cn)
R group
calculated
molecular length (Å)
XPS pure
SAM thickness (Å)
C0
H
7.91
7.0 ± 0.7
C1
CH3
9.25
8.0 ± 0.7
C5
C5H11
13.97
9.0 ± 0.8
C9
C9H19
18.90
16.0 ± 1.0
(a) Semilog
plots of current density versus voltage (J–V) of SAMs of pure C0, C1, C5, and C9 molecules on AuTS measured with
an EGaIn tip (the R groups and commensurate molecular lengths are
defined in Table ).
(b) Values of β at different applied bias computed from the J–V curves in panel a according to eq showing no dependence on the length
of the R group. (c) Semilog J–V curves of
the same series as panel a in mixed monolayers with octanethiol. (d)
Value of β at different applied biases computed from the J–V curves in panel c showing a clear dependence
on the identity of the R group.Figure summarizes
the tunneling charge-transport properties of SAMs of the lipoic acid
derivatives and the corresponding mixed monolayers with octanethiol
on template-stripped Au (AuTS) substrates[58] using eutectic Ga–In (EGaIn) top-contacts.[59] In ordered, densely packed SAMs, the expectation
is that the magnitude of J will vary exponentially
with molecular length according to the Simmons model (eq , eqs S2, S3, and S5)[60] for SAMs of n-alkanethiolates on Au β ≈ 0.75 Å–1 and does not depend strongly on applied bias.[61] Although the lipoic acid series contains either a terminal
carboxylic acid or internal ester, neither has a significant impact
on β;[62,63] however, Figure a,b shows almost no length-dependence, with
β = 0.01 Å–1 and an approximately linear
dependence on applied bias despite the very good agreement between
the theoretical molecular length and experimental thicknesses of the
SAMs (Table ). The
same data are shown in Figure c,d for mixed monolayers prepared by exposing pure SAMs of
the lipoic acid derivatives (C) to
octanethiol. The mixed monolayers show a clear length-dependence and
β = 0.53 Å–1. Since the length of octanethiol
is invariant, this value of β reflects the changing width of
a tunneling barrier imposed by the R groups in the C series. This is in agreement with the work by Yoon
et al. showing the reduction of defect-induced conductance in mixed
SAMs compared to pure SAMs.[23] In both the
pure and mixed monolayers (Figure c,d), we observe rectification in J–V curves, most significantly for C9SAMs, which indicates that this is a molecular property, consistent
with observations by Whitesides et al.[64,65]The
S 2p core-level spectra (Figure ) of SAMs of pure C1 exhibit two main
doublets at 163.6 and 161.8 eV, corresponding to S–S (40%)
and Au–S (60%). In contrast, the mixed monolayers of C1 and octanethiol exhibit only one doublet at 161.8 eV, which
is indicative of Au–S. The C 1s spectra are (qualitatively)
unchanged in both mixed monolayers and pure SAMs. We chose octanethiol
to form the mixed monolayers because it is slightly shorter than the
molecular length of extended C0, which is a strategy
that we have employed previously to ensure that the “background
SAM” (octanethiol) does not directly contribute to the tunneling
barrier.[40,66,67] The recovery
of the length-dependence of the tunneling currents is accompanied
by the disappearance of the peak at 163.6 eV (labeled S–S in Figure ). Jiang et al. demonstrated
that even a relative intensity of 10% of a peak at 163.6 eV can alter
the rectification ratio of tunneling junctions comprising ferrocene-terminated
SAMs.[68] They ascribed the peak (correctly)
to S–S and reasoned that the presence of disulfides in the
SAM increases the leakage current, which reduces the rectification
ratio. In our study, the relative intensity of the peak at 163.6 eV
is 40% in pure SAMs of C1, which is significant enough
to reduce β to near-zero. It also reduces the yield of working
junctions to 30% (compared to 70% for the mixed monolayers), which
implies a morphological effect as well, but our results support the
hypothesis that the magnitude of a peak at 163.6 eV correlates to
a contribution of nontunneling (leakage) current. However, eq clearly shows that, whatever
the morphological effects, they do not affect the thickness of the
SAMs vis-à-vis the length of the R group. As we established
above, exposure to octanethiol reduces S–S to Au–S;
thus, we conclude that the peak at 163.6 eV is the result of physisorbed
S–S, and that difference between that and chemisorbed Au–S
is sufficient not just to affect β but also to mask the length-dependence
entirely.
Figure 5
Representative XPS spectra of SAMs of pure C1 (top)
and mixed monolayers of C1 and octanethiol (bottom).
The left column shows the respective S 2p core-level spectra and fits
revealing two doublets corresponding to Au—S (black) and S—S
(red). The right column shows the respective C 1s core-level spectra
and fits of the data revealing peaks ascribed to C—C (black),
C—S/C—O (green), and O—C=O/C=O
species (blue).
Representative XPS spectra of SAMs of pure C1 (top)
and mixed monolayers of C1 and octanethiol (bottom).
The left column shows the respective S 2p core-level spectra and fits
revealing two doublets corresponding to Au—S (black) and S—S
(red). The right column shows the respective C 1s core-level spectra
and fits of the data revealing peaks ascribed to C—C (black),
C—S/C—O (green), and O—C=O/C=O
species (blue).
Conclusions
The
presence of a peak at (163.6 ± 0.2) eV in the S 2p3/2 region of XPS spectra of SAMs grown from thiols is generally
associated with SAMs of poor quality. Its presence is correlated to
subtle changes in the physical properties of SAMs, including their
behavior in tunneling junctions. However, it has not previously been
assigned to a single, well-defined chemical species. We have shown,
experimentally, that it results from the presence of physisorbed S–S
species and that these species can be reduced to Au–S by exposure
to an n-alkanethiol which, over the course of 24
h, eliminates S–S and reorganizes the SAM without replacing
it. Our results also provide valuable insight into the role of disulfides
in tunneling junctions comprising SAMs and reveal the surprising result
that the chemical coupling of a SAM to the bottom electrode (and any
associated conformational changes) can affect the length-dependence
of tunneling currents to such an extent that the presence of disulfides
can eliminate length-dependence entirely. While further study is needed
to elucidate the exact nature of physisorbed S–S interactions,
the assignment of the peaks at (163.6 ± 0.2) eV will aid these
studies. The ubiquity of SAMs of thiols in science and engineering
reflects their utility and versatility, and yet the nature of the
chemical bonding between thiols and metal surfaces remains a source
of controversy and a topic of research. The unambiguous elucidation
of the chemical nature of the species that gives rise to the characteristic
peak at (163.6 ± 0.2) eV enables further studies into the self-assembly
process and the development of a more complete description of SAMs
of thiols. The benefits of these insights are potentially as far-reaching
as the impact of SAMs themselves.
Experimental
Section
Patterned Gold Electrode (AuTS)
The 100
nm thick Au (99.99% pure, Schöne Edelmetaal B.V.) was thermally
deposited (0.5–2 Å/s) onto a 3.5 in silicon wafer (purchased
from ePAK). For template stripping, glass substrates were cleaned
with soap (Multi Purpose Detergent, Teepol), acetone, and ethanol
in an ultrasonic bath for 10 min. Once the substrates were dried with
a N2 gun, we deposited a droplet of UV adhesive (Norland
Optical Adhesive 61) on the glass substrate. Those were then placed
on the metal surface, and the entire wafer was cured with UV light
for 300 s (50% intensity, IntelliRay 600) to activate the adhesive.
SAM Preparation and Treatments
SAMs of DTT were prepared
by immersing a freshly stripped AuTS substrate in a 1 mM
solution of DTT in degassed, absolute ethanol (Macron Fine Chemicals)
under Ar conditions, which was left for the specified incubation time
in dark conditions. For J–V and XPS measurements,
pure SAMs of the derivatives of (±)α-lipoic acid (C0–C9) were prepared from a 0.1 mM ethanolic
solution of the respective molecules for 12 h. Mixed SAMs were prepared
in two steps, where first, AuTS substrates were immersed
in a 0.1 mM ethanolic solution for 120 min of the respective molecules,
and then, second, these pure SAMs were immersed in 1 mM ethanolic
solution of octanethiol for 24 h at room temperature. All these samples
were then washed three times in 3 mL of ethanol and blown dry with
Ar gas.
EGaIn//SAM/AuTS Measurements
The J–V traces were collected using
a setup (described elsewhere[69]) placed
inside a flowbox (N2 atm of <5% relative humidity and
O2 1–3%) using LabView (National Instruments) with
5 sweeping cycles between +1 V and
−1 V using a subfemtoamperometer (6430 SourceMeter, Keithley)
and were analyzed using the GaussFit package.
XPS Analysis
XPS
was performed using a Surface Science
SSX-100 ESCA instrument, using monochromatic Al Kα as the X-ray
source (hν = 1486.6 eV). The pressure inside
the measurement chamber was maintained below 10–9 mbar. The electron takeoff angle with respect to the surface normal
was 37°. The diameter of the analyzed area was 1000 μm;
the energy resolution was set to 1.1 eV to minimize data acquisition
times. XPS spectra were analyzed with the fitting program Winspec
(from LISE laboratory of the Facultés Universitaires Notre-Dame
de la Paix, Namur, Belgium).
Computational Methodologies
To calculate
the molecular
lengths, geometry optimizations were performed using the Orca 4.0.1
software package.[70,71] We used the B3LYP functional
in combination with the default def2-SVP basis sets, and the lengths
of the optimized geometry of the C molecules
were measured using the distance between the terminal C/O atom of
the alkyl chain and the sulfur atom next to the carbon atom to which
the alkyl tail is attached.
Authors: Manuel Souto; Li Yuan; Dayana C Morales; Li Jiang; Imma Ratera; Christian A Nijhuis; Jaume Veciana Journal: J Am Chem Soc Date: 2017-03-16 Impact factor: 15.419
Authors: Martin M Thuo; William F Reus; Felice C Simeone; Choongik Kim; Michael D Schulz; Hyo Jae Yoon; George M Whitesides Journal: J Am Chem Soc Date: 2012-06-19 Impact factor: 15.419
Authors: Jiahao Chen; Thomas J Giroux; Yen Nguyen; Atte A Kadoma; Boyce S Chang; Brett VanVeller; Martin M Thuo Journal: Phys Chem Chem Phys Date: 2018-02-14 Impact factor: 3.676
Authors: Felice C Simeone; Hyo Jae Yoon; Martin M Thuo; Jabulani R Barber; Barbara Smith; George M Whitesides Journal: J Am Chem Soc Date: 2013-11-21 Impact factor: 15.419
Authors: Li Qiu; Yanxi Zhang; Theodorus L Krijger; Xinkai Qiu; Patrick Van't Hof; Jan C Hummelen; Ryan C Chiechi Journal: Chem Sci Date: 2016-12-20 Impact factor: 9.825