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Atmospheric contaminants on graphitic surfaces
David Martinez-Martin a,b, Raphael Longuinhos c, Jesus G. Izquierdo d,Antonela Marele a, Simone S. Alexandre c, Miriam Jaafar a, Jose M. Gomez-Rodrıguez a,Luis Banares d, Jose M. Soler a, Julio Gomez-Herrero a,*
a Dep. Fısica de la Materia Condensada and Condensed Matter Physics Center (IFIMAC), Univ. Autonoma de Madrid, Campus de Cantoblanco,
28049 Madrid, Spainb ETH Zurich, Department of Biosystems Science and Engineering, CH-4058 Basel, Switzerlandc Univ. Federal de Minas Gerais, Dep. Fisica, BR-30123970 Belo Horizonte, MG, Brazild Univ. Complutense de Madrid, Fac. Ciencias Quimicas, Dep. Quimica Fisica 1, E-28040 Madrid, Spain
A R T I C L E I N F O
Article history:
Received 10 October 2012
Accepted 17 April 2013
Available online 24 April 2013
A B S T R A C T
Kelvin probe force microscopy images show that the surface potential of graphite changes
with time as the contamination covers its surface. Using mass spectrometry we identify
the molecular mass of the contaminants to be compatible with that of tetracene, a polycy-
clic aromatic hydrocarbon (PAH), and its isomers. A combination of desorption and Kelvin
probe force microscopy experiments plus theoretical calculations confirms that these mol-
ecules are the main contaminant for graphitic surfaces in air ambient conditions. Interest-
ingly, when the sample temperature is increased above �50 �C the molecules are desorbed
and the surface potential becomes fairly homogeneous, suggesting that graphitic surfaces
should be almost atomically clean above this temperature. PAHs are potent atmospheric
pollutants, potentially carcinogenic, that consist of fused aromatic rings. Incomplete com-
bustion of organic materials can increase the concentration of PAHs in the atmosphere,
which in urban regions is enough to totally cover the surface of graphite in a time period
that varies from minutes to a few hours. One of the consequences of the adsorption of mol-
ecules on graphene is the doping of its surface and the variation of the charge neutrality
point originated by the charge transfer between graphene and the contamination layer.
� 2013 Elsevier Ltd. All rights reserved.
1. Introduction
Carbon-based materials and in particular those presenting
sp2 bonding [1–4] (graphite, graphene and carbon nanotubes)
are usually classified as chemically inert. Nevertheless, some
kind of surface contamination is expected when the material
is exposed to air ambient conditions. This matter is not a sim-
ple academic question, on the contrary it has relevant impli-
cations in technology. For instance, the lubricant properties of
graphite are known to depend critically on the presence of ad-
sorbed layers [5] and hence graphite is an excellent lubricant
in air ambient conditions but is not in vacuum.
A thorough revision of the literature shows a variety of
proposals for the possible contaminants of graphite surfaces,
including generic hydrocarbons (CxHy), metallic atoms, oxy-
gen, and sulfur [6,7]. Taking into account the highly inert nat-
ure of the graphite surface, van der Waals forces are expected
to play the most important role. Thus, although chemisorp-
tion can occur at point defects, steps, and grain boundaries,
physisorption would be the predominant adsorption mecha-
nism. Water has been also reported as a possible contaminant
for graphite in ambient air [8,9]. However, graphite is known
to be highly hydrophobic and hence it is difficult to foresee
water as a major contaminant for graphite.
0008-6223/$ - see front matter � 2013 Elsevier Ltd. All rights reserved.http://dx.doi.org/10.1016/j.carbon.2013.04.056
* Corresponding author.E-mail address: [email protected] (J. Gomez-Herrero).
C A R B O N 6 1 ( 2 0 1 3 ) 3 3 – 3 9
Avai lab le a t www.sc ienced i rec t .com
journal homepage: www.elsevier .com/ locate /carbon
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Since graphite is a very common substrate in scanning
probe microscopy, a technique with extreme surface sensitiv-
ity, contamination on graphite has been a topic of intense de-
bate since the very first years of scanning tunneling
microscopy (STM) [10,11]. More recently, a work by Lu et al.
[12] reported electrostatic force microscopy images showing
striking surface potential contrast on highly oriented pyro-
lytic graphite (HOPG). The authors attributed this effect to a
high electrical contact resistance between different regions
of graphite separated by defects but a later comment to this
work by Sadewasser and Glatzel [13] noticed that there were
not enough experimental proofs supporting that idea and
suggested surface contamination as a likely origin of the con-
trast. Contamination was also vaguely referenced as the ori-
gin of different electrostatics effects in graphene.
In this work, we present Kelvin probe force microscopy
(KPFM) images [14] at variable temperature, a technique closely
related to the aforementioned electrostatic force microscopy,
which show the adsorption and desorption of molecules on
graphite surfaces in real time. Using laser desorption ioniza-
tion (LDI) with reflectron geometry time-of-flight mass spec-
trometry (RTOFMS), we infer the mass of the contaminants,
which is compatible with the polycyclic aromatic hydrocarbon
(PAH) tetracene isomers. Density functional theory (DFT) calcu-
lations of tetracene physisorbed on a graphite surface confirms
the desorption energies observed in the experiments. Our re-
sults are relevant for many studies in graphitic surfaces carried
out in ambient air conditions where the effects of molecular
adsorption on sample surfaces should be taken into account
for a correct interpretation of the results.
2. Experimental
The KPFM experiments have been carried out in air, dry nitro-
gen and in a high vacuum chamber (base pressure �10�7 -
mbar) equipped with an atomic force microscope (AFM)
from Nanotec Electronica. The instrument is controlled by
the WSxM software [15]. All the data presented in this work
have been acquired in the frequency modulation and drive
amplitude modulation modes [16,17], using metalized cantile-
vers with a nominal force constant of �2.5 N/m and a reso-
nance frequency of �70 kHz for the fundamental mode. The
KPFM images were recorded by modulating the tip bias volt-
age at the resonance frequency of the second cantilever bend-
ing mode (�420 kHz). The bias voltage amplitude was kept as
low as possible (50–100 mV) to minimize possible
perturbations.
Samples of both high (ZYA) and low (ZYH) quality HOPG
(from NT-MDT and Advanced Ceramic) and natural graphite
(from Naturgraphit GmbH) with large terraces have been used
in the experiments, yielding similar results.
The mass spectrometry experiments were carried out on a
second high vacuum system (base pressure �10�8 mbar)
equipped with the LDI RTOFMS technique. LDI mass spectra
were acquired from HOPG samples using the fourth harmonic
of a Nd:YAG laser (266 nm), with a pulse width of 8 ns and a
repetition rate of 10 Hz (additional details in SI).
Additionally to the experimental results we have per-
formed density functional theory (DFT) calculations, using
the efficient implementation in the SIESTA code [18,19] of
the van der Waals density functional (vdW-DF) of Dion et al.
[20], which has already been used successfully for aromatic
molecules on graphite [21,22] (see supplementary informa-
tion for technical details).
3. Results and discussion
3.1. KPFM measurements
In the experiments the topography information is acquired
simultaneously with the KPFM images. KPFM images are
quantitative maps of the contact potential difference (CPD)
defined as CPD = (utip � usample)/e, where ux are the tip and
sample work functions respectively. Thus, sample regions
with lower surface potential are assigned to higher work
functions.
Fig. 1a–d shows four topography images acquired at room
temperature (RT) (298 K) and high vacuum (P = �10�6 mbar)
along with the simultaneously acquired KPFM maps
(Fig. 1e–h), extracted from a movie of 239 images (see video
in the supplementary material), corresponding to a total
lapsed time of 17 h. The CPD evolves rapidly during the first
3 h (the HOPG surface was cleaved at time t = 0 in ambient
air); after this time just 10% of the surface remains at the
highest potential that initially dominates the scanned area.
The last snapshot shows a surface close to the final potential
with a few regions remaining at the initial high electric poten-
tial. Fig. 1(i) shows the CPD histograms corresponding to the
images depicted in Fig. 1(e–h). Two peaks, separated by
�190 mV, are clearly visible corresponding to the two CPDs
observed in these images. It is possible to obtain an indepen-
dent confirmation of this magnitude by measuring the fre-
quency shift (proportional to the force gradient) as a
function of the tip-sample bias on both regions. Since the
force gradient between tip and sample scales with V2, the re-
sult of the experiment is a parabola. The position of the max-
imum gives the minimum electrostatic force between tip and
sample that is indeed the information obtained from KPFM
images. The voltage difference between the minima, for
parabolas taken on the bright and dark regions (see Fig. 1j),
is �200 mV, in good agreement with the value obtained from
KPFM. Importantly, the CPD variations and their geometrical
distribution are compatible to those reported in [12] where
the images where acquired in a dry nitrogen atmosphere.
A second set of experiments is presented in Fig. 2, where a
natural graphite sample, exhibiting very large terraces, is im-
aged in the same vacuum chamber (1 · 10�5 mbar) but now as
a function of temperature. In this case as well, the sample
was first cleaved in air and immediately inserted in the vac-
uum chamber. Fig. 2a shows the topography image taken at
RT, Fig. 2f is the corresponding KPFM image. The intensity
of CPD variations is similar to those reported in Fig. 1. Up to
eight different areas, enclosing islands both in the topography
and KPFM images can be observed. The height of these is-
lands in the topography is approximately 0.8 nm. As temper-
ature increases the islands tend to disappear and the regions
with higher CPD begin to grow. Finally, at 337 K CPD is almost
uniform corresponding to that of the brightest areas in Fig. 1.
34 C A R B O N 6 1 ( 2 0 1 3 ) 3 3 – 3 9
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As the sample is cooled down to RT, the regions with lower
CPD grow again.
We have confirmed the reversibility of this effect in many
different experiments with different graphite samples. If a
large surface area cold finger at liquid nitrogen temperature
is introduced into the chamber, reducing the base pressure
and increasing the pumping rate for large molecules, then
the surface remains at high CPD for much longer after cleaving
the graphite sample in high vacuum. Therefore, we conclude
that the CPD distribution observed in the HOPG samples is re-
lated to molecular adsorption on the graphite surface, as sug-
gested in [13]. Importantly, if the sample is exfoliated, exposed
to and measured in ambient air conditions for hours, we also
observe CPD distributions, but much less defined. This is prob-
ably a consequence of the adsorption of water on the cantile-
ver tip (metalized cantilever tips are usually hydrophilic) that
tends to reduce the electrostatic contrast [23]. However, if the
humidity is reduced by blowing dry nitrogen, the KPFM con-
trast evolves to that observed in vacuum, what is compatible
with that reported by Lu et al. [12].
3.2. Time of flight experiments
In order to identify the molecular species adsorbed on the
HOPG surface, we have carried out LDI RTOFMS experiments.
Fig. 3a shows a typical mass spectrum where in addition to
the intense peaks assigned to alkaline reactive metals, a clear
but less intense peak, corresponding to a molecular mass of
228 Da, is observed after introducing an air leak into the vac-
uum chamber at 1 · 10�5 mbar for about 1 h. The spectrum
was very reproducible from day to day and on several acqui-
sitions during a single day, using different HOPG samples.
This mass can be assigned to a hydrocarbon with empiric
formula C18H12. There are five PAHs compatible with this
Fig. 1 – (a–d) AFM topographies depicting the characteristic terraces of a HOPG surface. In order to enhance the terraces the
derivative of the topography is shown. (e–h) Kelvin probe microscopy maps extracted from a movie simultaneously acquired
with the topography one. The first frame is taken about 20 min after cleaving the HOPG surface with the chamber pressure at
1 · 10�5 mbar. The corresponding times for the images are 0, 4, 40 min and 15 h. The changes in the surface potential are
correlated with variations on the topographies images (see green arrows). (i) Histograms of the surface potential distribution
for figure (e–h). The peaks represent the two color regions clearly seen in the KPM images. For the case of the histogram
corresponding to figure (e) the voltage difference between peaks is 194 mV. (j) Frequency shift (force gradient) vs. tip bias
voltage taken on two different surface spots belonging to the two voltage regions observed in (e). (k) Percentage of high
voltage regions area as a function of time. (For interpretation of the references to colour in this figure legend, the reader is
referred to the web version of this article.)
C A R B O N 6 1 ( 2 0 1 3 ) 3 3 – 3 9 35
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molecular formula: tetracene, benz[a]anthracene, benzo[c]-
phenanthrene, chrysene and triphenylene (see inset in Fig. 3).
The smaller peak observed at 129 ± 1 Da is compatible with
the mass of naphthalene isomers, but the desorption tempera-
ture of physisorbed molecules with this mass is well below
room temperature (see Fig. 3b). Hence, we attribute this peak
to a fragment of tetracene isomers. In particular C10H6 has a
mass of 126 Da. Notice that a higher peak height in the mass
spectrum does not necessarily imply a higher abundance in
the sample, since it is related to a number of factors, including
the ability of the chemical species to be desorbed/ionized by the
laser pulse (see for instance Getty et al. [24]) We consider that if
alkaline metal ions are chemisorbed they should be at the sur-
face defects (steps, grain boundaries, vacancies, etc.) and that
they represent a tiny amount of the contaminants, or otherwise
graphite would not be so hydrophobic.
According to Fig. 3b, the desorption temperature of PAHs
is, to a good approximation, proportional to their molecular
weight. Small molecules such as N2, O2 or CO2, highly abun-
dant in the atmosphere, are too light to be physisorbed on
graphite at RT. In fact, the minimum molecular weight is
about that observed in the present mass spectra. While larger
molecules can also be adsorbed, their atmospheric concentra-
tion is lower. In fact, the presence of tetracene isomers in the
atmosphere is indeed very rare (few parts in billions). None-
theless, since they are the most abundant, among those com-
patible with physisorption, they finally prevail as the main
contaminant of HOPG at RT.
In an attempt to visualize directly the adsorbed molecules
on the HOPG surfaces, we have also carried out several STM
experiments, at temperatures as low as 50 K, but always with
negative results (see Supplementary information for details).
The absence of molecular resolution in the STM images sug-
gests that the contamination layers are too thick for stable
tunnelling, resulting in mechanical contact between the tip
and the sample surface.
3.3. Water adsorption
We now come back to the issue of water adsorption on graph-
ite. We have also observed, via dissipation images [28] (Fig. 4),
that the adsorption of molecules on graphite influences the
mechanical response of the surface. More specifically, there
is a one to one correspondence between low CPD and low dis-
sipation (Fig. 4b–c). Using bimodal AFM in ambient condi-
tions, Proksch [29] reported images where the mechanical
properties of a HOPG surface were also resolved at the nano-
meter scale. The geometric distribution of regions with differ-
ent mechanical contrast was very similar to the KPFM maps
shown in our Figs. 1, 2 and 4. Proksch attributed this observa-
tion to the possible adsorption of water on the sample sur-
face. However, the close correspondence between dissipation
and CPD maps, along with our LDI and DFT results, suggests
that these variations can be better explained by adsorption of
PAHs. To further confirm this hypothesis, we have also ob-
tained bimodal AFM images (Fig. S2) of the contaminated sur-
face in vacuum observing the same contrast as in Ref. [29]. In
order to further discard water as a major contaminant of
graphite, we have carried out contact angle measurements of
water droplets immediately after cleaving the graphite surface
and after 19 h in the vacuum chamber with the surface already
covered by molecules. The result is that the contact angle
(Fig. S3) is even higher for the contaminated surface than for
the clean graphite. This experimental evidence indicates that
the contamination layer is hydrophobic, as expected for PAHs,
and not hydrophilic, as expect for a water layer.
3.4. Density functional theory calculations
To crosscheck the experimental evidences for tetracene iso-
mers as the most likely contaminants of graphite, we have
carried out DFT calculations of several aromatic molecules
on graphite. We have considered different geometrical
Fig. 2 – Natural Graphite. The images show the evolution of the topography (a–e) and the surface potential (f–j) as a function of
the temperatures (298, 305, 318, 323 and 337 K, respectively). As the temperature increases the CPD becomes uniform. The
color scale for each figure has been equalized. Figure (a–e) are high pass filtered to enhance the edges.
36 C A R B O N 6 1 ( 2 0 1 3 ) 3 3 – 3 9
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arrangements with the molecules lying either horizontally
(h), i.e., parallel to the surface; vertically (v), i.e., with the long-
er axis perpendicular to the surface, in a configuration similar
to that of the tetracene solid [30]; or sideways (s), i.e., perpen-
dicular to the surface but with the longer axis parallel to it.
Obviously, we cannot rule out the possibility of other arrange-
ments with lower energy, but we can reach several safe con-
clusions from the calculations. The distance between the
carbon atoms of the adsorbed molecule and those of the
graphite layer, is �0.344 nm in the parallel geometries, some-
what smaller than in the perpendicular structures
(�0.354 nm). The calculated variation in work function dW,
relative to that obtained for clean graphite (4.3 eV) is largest
in the horizontal geometries, especially for the long tetracene
molecules (+0.13 eV (h) vs �0.05 eV (v), and �0.24 eV (s)). The
experimental variation (0.22 eV) is therefore consistent with
that of the horizontal geometry. The calculated adsorption
energy Eads, however, favors the sideways structure, but the
differences are not so large as to rule out the other geome-
tries, or a coexistence of the different orientations, depending
on the coverage. Consistently with the experimental behavior
of the desorption temperature, we find that Eads is approxi-
mately proportional to the number of carbon atoms in the
molecule (�70 meV/atom). Also, the interaction between ad-
sorbed molecules, at optimal separations (Eint ��0.1 eV, in-
cluded in Eads), suggests that the adsorbed molecules tend
to condense into ordered islands, rather than to form a homo-
geneous two dimensional phase. The theoretical results sug-
gest a complex situation where several molecules can be
coadsorbed for disordered layers.
Although the absolute values of work functions are typi-
cally underestimated somewhat in DFT calculations, this
underestimation is rather small in the case of graphite. Thus,
we obtain a value of 4.26 eV, in perfect agreement with, [31]
versus an experimental value of �4.5 eV. Furthermore, we fo-
cus on work function changes upon adsorption, which de-
pend mostly on changes of the surface dipoles, which are
generally well described in these calculations.
3.5. PAHs as atmospheric pollutants
PAHs are potent atmospheric pollutants that consist of fused
aromatic rings, which can be originated by incomplete
combustion of organic materials. Some of them are highly
carcinogenic, like benz[a]anthracene, the first carcinogenic
chemical to be discovered. The concentration of PAHs in the
atmosphere depends on a number of factors. Low molecular
weight PAHs (two and three rings) occur in the atmosphere
in the vapour phase whereas multi-ringed PAHs (five-rings)
are bound to particles. Intermediate molecular weight PAHs
(four-rings) are partitioned between the vapour and particu-
late phases, depending on atmospheric temperature [32,33].
Moreover, the atmospheric concentration of PAHs changes
Fig. 3 – (a) Time flight spectrum showing a clear peak at 228
the mass expected for tetracene isomers. The inset shows
the different isomers of tetracene. (b) Shows the variation of
the desorption temperature on graphite as a function of the
molecular mass of. The data for desorption temperatures for
Bencene, naphthalene, coronene and ovalene have been
obtained from Ref. [25], antracene Ref. [26] and pentacene
Ref. [27]. The desorption temperature for C18H12 has been
interpolated.
Fig. 4 – (a) AFM topography of a HOPG surface taken in high vacuum. (c and d) Dissipation and KPFM images of the same area
shown in (a), there is a clear correspondence between regions with low CPD and regions with low dissipation.
C A R B O N 6 1 ( 2 0 1 3 ) 3 3 – 3 9 37
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up to four orders of magnitude between rural and urban areas
with intense traffic [34]. We have carried out the experiments
in the Autonomous University of Madrid, placed �5 km away
from Madrid’s urban limit. Barrado et al. [35] reported concen-
tration of four rings PAHs ranging between 278 pg/m3 (winter)
and 132 pg/m3 (summer) in a similar area of Madrid. For these
concentrations, using the kinetic theory of gases, one can
estimate that the time required to cover a sample of graphite
with a monolayer of four-ring PAHs is in the order of 1 h, com-
patible with our observations. For the case of the experiments
performed in vacuum, the molecules that are adsorbed on the
graphite surface are in equilibrium with those present on the
vacuum chamber wall (we do no bake out the chamber) that
are in turn adsorbed from the atmosphere when the chamber
is opened. We have also observed that the time required to
cover a graphite layer is not always the same. Nevertheless,
the desorption temperature never changes.
4. Conclusions
Contamination on graphite is an issue that can easily drive to
data misinterpretation [12,13,29,36,37] due to the lack of exper-
iments. Whereas this work reports experimental and theoreti-
cal data on the molecular adsorption on graphite, we are quite
confident that other sp2 based carbon surfaces should be also
contaminated with this class of molecules [18]. Importantly,
the surface can be kept free of molecular contamination just
by increasing the temperature above 323 K. This work also sug-
gests the importance of graphitic materials as potential traps
for PAHs. In particular, carbon materials with high surface
areas such as activated carbon or, even better, carbon nanotube
forests [38], can efficiently adsorb four-ring PAHs at room tem-
perature, reducing the concentration of potential chemical car-
cinogens in the atmosphere.
Finally, the findings of this work indicate that a correct
interpretation of experimental data related with the elec-
tronic structure of graphene and nanotubes should take into
account the adsorption of molecules when the experiments
are carried out in ambient air conditions.
Acknowledgements
The authors would like to acknowledge funding by the Span-
ish MICINN Projects MAT2010-20843-C02-02 CTQ2008-02578,
MAT2010-14902 and FIS2009-12721-C04-02, Consolider Pro-
jects CSD2010-00024, CSD2007-00013, and CAM Project
S2009/MAT-1467. The EMBO Postdoctoral Fellowship ALTF
506-2012. The facilities provided by the Centro de Asistencia
a la Investigacion de Espectroscopia Multifotonica y de Fem-
tosegundos (UCM) are gratefully acknowledged.
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