A R T I C L E S
Murillo et al.
mentally.10 In addition, studies on other bimetallic systems, such
as Fe8 and Sn15 on Pt(111), also demonstrated novel hydrogena-
tion pathways of â-substituted acrolein, including crotonalde-
hyde and 3-methylcrotonaldehyde. It was observed that the
hydrogenation activity was enhanced by the formation of
bimetallic surfaces.
Sham equations were solved using a plane-wave basis set with a cutoff
energy of 396 eV. The PW91 functional was used to describe the
exchange correlation term. The core electrons and the nuclei of the
atoms were described by the Vanderbilt ultrasoft pseudopotential.19,20
Electronic energies were calculated using a 3 × 3 × 1 k-point grid
mesh. The coadsorption of acrolein and atomic hydrogen was studied
using 3 × 3 supercells, with nine metal atoms in each layer and with
two hydrogen atoms and one acrolein molecule adsorbed per unit
cell. Four metal layers were used, with the top two layers allowed to
relax in each case. A vacuum region equivalent in thickness to six
metal layers was used to separate the slabs to avoid any electronic
interactions between them. Calculations for gas-phase acrolein and
adsorbate-metal systems were carried out spin-unpolarized. The value
of the surface d-band center was calculated as the first moment of the
projected d-band density of states on the surface atoms with reference
to the Fermi level.
In the current study we have performed experimental studies
and DFT modeling to explore whether the unique chemical
properties of the Pt-Ni-Pt(111) subsurface structure, such as
the weaker binding energies of atomic hydrogen and alkenes,
would lead to the selectiVe hydrogenation of the CdO bond in
acrolein. The formation of the desirable hydrogenation product,
2-propenol, was detected from the Pt-Ni-Pt(111) subsurface
structure using temperature programmed desorption (TPD).
Parallel surface vibrational studies provided evidence of the
interaction of the CdO bond of acrolein with Pt-Ni-Pt(111),
most likely responsible for the selective hydrogenation of the
CdO bond on this surface. Furthermore, DFT modeling
confirmed that one of the adsorption configurations of acrolein
occurred via the interaction of the CdO bond with Pt-Ni-Pt-
(111), which was not favored on either Ni-Pt-Pt(111) or Pt-
(111). The DFT results also showed a correlation between the
adsorption energy and bonding configuration of acrolein with
the surface d-band center, which demonstrated the possibility
to potentially predict, on the basis of the value of the d-band
center, other desirable bimetallic structures for the selective
hydrogenation of the CdO bond in acrolein.
Results and Discussion
Figure 1 compares the TPD results following the hydrogena-
tion of 0.5 langmuir (1 langmuir ) 1 × 10-6 Torr‚s) of acrolein
on Pt-Ni-Pt(111), Ni-Pt-Pt(111), and Pt(111), after the
coadsorption of acrolein and atomic hydrogen on these surfaces
at 100 K. Figure 1 displays the TPD spectra of mass 31 amu,
a cracking fragment for both CH2dCHCH2OH (2-propenol) and
CH3CH2CH2OH (1-propanol), masses 58 and 57 amu, cracking
fragments for both CH2dCHCH2OH and CH3CH2CHdO (pro-
panal), and mass 60 amu, a cracking fragment of CH3CH2CH2-
OH. The production of either CH2dCHCH2OH or CH3CH2-
CH2OH is not detected from Pt(111) and Ni-Pt-Pt(111), as
indicated by the absence of any desorption peaks in the 31 and
60 amu TPD spectra from the two surfaces. In contrast, a
relatively intense desorption peak is observed at 260 K from
the Pt-Ni-Pt(111) subsurface structure and is attributed to the
formation of primarily 2-propenol, on the basis of the peak
intensity ratio in the 31 and 60 amu spectra.
Experimental and Modeling Methods
The surface science experiments were performed in a UHV chamber
equipped with capabilities for TPD and high-resolution electron energy
loss spectroscopy (HREELS). The bimetallic surfaces were prepared
by depositing Ni onto a Pt(111) single crystal (Metal Crystals and
Oxides, Ltd., Cambridge, U.K.). The Ni-Pt-Pt(111) surface structure
and the Pt-Ni-Pt(111) subsurface structure were obtained by
depositing one monolayer of Ni at 300 and 600 K, respectively.11
TPD experiments were performed at a heating rate of 3 K/s. Absolute
TPD yields were estimated using the procedure developed by Ko et
al.,16 correcting for mass spectrometer sensitivity factors and using
experimental fragmentation patterns. The integrated area of the CO
desorption spectrum was used as a base for the absolute yield
calculation. The absolute yield of CO at saturation coverage was
calculated experimentally by comparing it with the expected saturation
coverage on Pt(111) (0.68 ML);17 the yields of all the desorption species
were calculated by using the corresponding sensitivity factors relative
to CO.
The HREEL spectra were collected with a primary beam energy of
6 eV. In the case of on-specular measurements, the angles of incidence
and reflection were 60° with respect to the surface normal. For the
off-specular measurements, a reflection angle of 50° with respect to
the surface normal was used. Count rates in the elastic peak were in
the range of 3 × 104 to 3 × 105 counts per second (cps), and the spectral
resolution was between 30 and 40 cm-1 full width at half-maximum
(fwhm). The sample was annealed to the specified temperature with a
linear rate of 3 K/s, held for 5 s, and then cooled to ∼100 K for data
collection.
The formation of propanal, from the hydrogenation of the
CdC bond in acrolein, from the 57 and 58 amu TPD spectra,
shows a relatively weak peak from the Pt(111) surface at 192
K. The detection of desorption peaks at 215, 254, and 302 K in
the 57 and 58 amu spectra on the Ni-Pt-Pt(111) surface,
coupled with the absence of desorption peaks in the 31 amu
TPD, suggests the formation of propanal. In addition, the peak
area ratios of the individual peaks between masses 57 and 58
amu are similar to the ones found for the intensity ratios of the
same masses in the mass spectrum of propanal (area58/area57
≈
3). On the Pt-Ni-Pt(111) surface, the peaks at 184 and 215 K
in the 57 and 58 amu spectra are attributed to the desorption of
propanal, while the peak at 260 K is from the contribution from
both propanal and 2-propenol on the basis of the comparison
with the 31 amu spectrum.
The yields for the three gas-phase hydrogenation products,
2-propenol, propanal, and 1-propanol, are shown in Table 1.
The yields were quantified from the TPD peak areas from the
three surfaces. The empirical procedure developed by Ko
et al.16 for the correction of mass spectrometer sensitivity
factors of these yield calculations is used. Peak deconvolution
is performed when the desorption feature is due to the
Self-consistent periodic slab calculations were carried out on the
basis of the gradient-corrected DFT method. All calculations were
performed using periodic density functional theory as implemented in
the code VASP (Vienna ab initio Simulation Package).18 The Kohn-
(18) (a) Kresse, G.; Hafner, J. Phys. ReV. B 1993, 47, 558. (b) Kresse, G.;
Furthmuller, J. Comput. Mat. Sci. 1996, 6, 15. (c) Kresse, G.; Furthmuller,
J. Phys. ReV. B 1996, 54, 11169.
(15) Jerdev, D. I.; Koel, B. E. Surf. Sci. 2002, 513, L391.
(16) Ko, E. I.; Benziger, J. B.; Madix, R. J. J. Catal. 1980, 62, 264.
(17) Ertl, G.; Neumann, M.; Streit, K. M. Surf. Sci. 1977, 64, 393.
(19) Vanderbilt, D. Phys. ReV. B 1990, 41, 7892.
(20) Kresse, G.; Hafner, J. J. Phys.: Condens. Matter 1994, 6, 8245.
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7102 J. AM. CHEM. SOC. VOL. 129, NO. 22, 2007