The following section is divided into two parts, the first describing results obtained for the technological catalyst, and the second describing those for the model catalyst. For both we first focus on structural properties, then turn to CO adsorption properties, and finally discuss studies performed under elevated pressure and/or elevated temperature conditions.
Technological Ni–ZrO2
Structure Characterization
Applying H2-chemisorption to Ni–ZrO2 after oxidation at 773 K and reduction at 673 K indicated an accessible metallic Ni surface area of 31.4 m2 g−1 [68]. This results in a calculated Ni particle size of 21.5 nm (implying spherical Ni particles) which is in reasonable agreement with the particle size found by TEM, as described below. Note however, that for XRD and TEM analysis, the reduced Ni–ZrO2 had to be exposed to air prior to the measurements. Due to easy reoxidation, at least the outer shell of the Ni nanoparticles is thus not expected to remain in the metallic state.
The diffractogram in Fig. 1a) displays mostly reflections characteristic of monoclinic ZrO2. Small peaks of cubic NiO (at 37.3° and 43.2°) are visible, whereas those of metallic Ni (at 44.4° and 51.8° and also expected to be weak) are overlapping with ZrO2 reflections. According to TEM, the particles of the monoclinic ZrO2 support have a diameter of about 50–100 nm (Fig. 1b). At low magnification the low Z-contrast between zirconia and Ni or NiO prevents the unambiguous identification of Ni/NiO particles and EDX was thus applied to locate them. Typically, the particles consisted of a Ni core and a disordered shell (with a thickness of up to several nanometers). The fcc Ni particle core is imaged with lattice resolution in Fig. 1b. According to XRD, the shell must be NiO. The Ni/NiO particles were evenly distributed on the zirconia support and their size ranged from about 10–30 nm, but most of them had a diameter of about 20 nm.
CO Adsorption
In the next step, the interaction of the technological catalyst with CO was studied by FTIR. For the adsorption experiments Ni–ZrO2 was pre-reduced in 5 mbar H2 at 673 K. Afterwards 0.1, 0.5, 1.0, and 5.0 mbar CO were dosed at 300 K and for each respective pressure FTIR spectra were acquired (Fig. 2a). Additionally, one spectrum was recorded after evacuation to less than 2 × 10−6 mbar.
The peaks at 2185–2190 and 2164 cm−1 are attributed to Zr4+–CO and Ni2+–CO, respectively. With increasing CO pressure, the Zr4+–CO peak grows and obscures the Ni2+–CO peak. The band at 2060 cm−1 appearing at 0.1 mbar pressure is attributed to linearly adsorbed CO on Ni0 and the broad band(s) below 2000 cm−1 are attributed to threefold hollow bonded CO on Ni0 [69–71]. The band at 2120 cm−1, shifting to 2127 cm−1 with increasing CO pressure, is attributed to Ni+–CO. The unusual oxidation state of Ni+ is stabilized by the ligand CO [72]. Indeed, the decreasing peaks of CO on Ni0 and Ni2+ and the increasing CO–Ni+ peak are due to a surface reaction in the presence of CO (Ni2+ + Ni0 → 2 Ni+; see Kasal et al. [72]).
After evacuation, Ni+–CO as well as linear and hollow bonded CO on Ni0 partly remain on the surface. Overall, CO FTIR indicates that, in agreement with XAS measurements [68], both reduced and oxidized Ni species are present on the catalyst surface and that NiO reduction in H2 is not complete at 673 K.
This may explain why CO dissociation (and resulting carbon poisoning) is not occurring for the technological catalyst upon room temperature CO adsorption. When the CO dosing was repeated (after evacuation) basically the same IR spectra were obtained. As shown below, the supported (fully metallic) Ni nanoparticles prepared in UHV dissociated CO already around room temperature.
In a consecutive experiment (after evacuation) CO desorption was monitored via heating to elevated temperatures. In Fig. 2b the thermal stability of adsorbed CO was followed by recording FTIR spectra during heating with a rate of 10 K min−1 in high vacuum. CO desorbed from Ni+ between 300 and 350 K, adsorbed multiply coordinated CO on Ni0 vanished at 400–450 K (in agreement with single crystal data [64, 73]) and at 450–500 K all CO (including linear) had desorbed from Ni–ZrO2.
Methane Dry Reforming (MDR)
The most straightforward and direct measurement of the thermal stability of the Ni–ZrO2 catalyst is via its catalytic activity at high temperature, such as during methane dry reforming:
$$CH_{4} + CO_{2} \,\leftrightarrows\, 2 CO + 2 H_{2} \quad \Delta H_{298 K}^{^\circ } = + 261 kJ/mol.$$
After oxidation at 773 K in O2/Ar followed by reduction at 873 K in H2/Ar the Ni–ZrO2 catalyst was exposed to CH4:CO2:Ar = 10/10/80 with a total flow rate of 25 ml min−1 at 873 K for 24 h (total pressure 1 bar). Figure 3 highlights the analysis obtained by gas chromatographic (GC) flame ionization detection (FID) and thermal conductivity (TCD) detection of reactants and products during methane dry reforming. It was observed that the CH4 and CO2 conversion as well as the production rate of H2 and CO hardly changed over time. The H2:CO ratio achieved was below one due to reverse water gas shift (RWGS) as a side reaction (\(CO_{2} + H_{2} {\, \leftrightarrows\, } CO\, + \,H_{2} O;\quad \Delta H_{298 K}^{^\circ } = + 41 kJ/mol\)). The C-balance (indicating coke formation when being below one) increased to nearly one during the first 3 h.
The turn-over-frequency (TOF) for H2 production based on the metallic Ni surface area after reduction at 873 K, normalized to the number of surface nickel atoms assuming 1.59 × 1019 nickel atoms/m2 [74], was initially 1.2 s−1, 1.2 s−1 after 3 h time on stream and 1.0 s−1 after 24 h time on stream.
Figure 4a shows a TEM image of Ni–ZrO2 taken after dry reforming at 873 K (24 h). Filamentous carbon has formed and some Ni particles are located on top of the carbon nanofibers, tubes or rods.
After 24 h reaction in methane and carbon dioxide, temperature programmed oxidation (TPO) was performed with a heating rate of 5 K min−1 in 20 % O2 in Ar. TPO provides information about the amount of coke formed during the reaction and the temperature which is required to burn off the carbon species. This temperature is characteristic for the bond strength of carbon to the catalyst’s surface and for the nature of the carbon species. Figure 4b shows the CO2 production during TPO after dry reforming. Temperatures of about 800–880 K are needed to oxidize most of the coke. According to the literature, the first CO2 evolution maximum around 800–810 K can be assigned to graphitic carbon [75]. The CO2 evolution around 870–880 K can be assigned to the oxidation of whisker-type carbon which does not deactivate the nickel surface but rather causes a breakdown of the catalyst by pore plugging [76]. It is also interesting to note that the TPO acquired after a reaction time of 3 h is nearly identical indicating that coke deposition occurs rather rapid. Apparently, this type of coking does not deactivate the Ni surface but rather grows whiskers. The major problem of this catalyst is thus not the drop in catalytic activity but rather the physical blocking of the tube reactor. This was indeed observed when increasing the amount of catalyst in other catalytic tests.
The activation of CH4 and CO2 as well as the reaction of these molecules on transition metal surfaces have been studied in great detail [34–39]. Methane activation on transition metal surfaces is characterized by a high activation barrier, a low sticking coefficient and a high hydrogen kinetic isotope effect [77]. Wang et al. [35] investigated the reaction pathways for MDR on Ni(111) by density functional theory and suggested a simplified reaction mechanism. The rate determining step was found to be CH4 dissociative adsorption. CH3, which is produced by CH4 dissociation prefers to dehydrogenate into CH2 which prefers to dehydrogenate to CH. However, CH prefers to be oxygenated to CHO by surface oxygen, which is formed by CO2 dissociation (without surface oxygen, dehydrogenation to C and H occurs). Dehydrogenation of CHO into H and CO then has a very low energy barrier on Ni(111). The mechanism proposed in this analysis of unsupported Ni is depicted in Fig. 5.
On supported catalysts, it is expected that the step of methane decomposition occurs on the metal particles [38, 39] while CO2 activation likely occurs on the support [36, 37, 78, 79]. Thus, the reaction between CHx and “activated” CO2 might take place on the metal-support interface. For MDR over Pt/ZrO2/Al2O3 catalysts, a kinetic model based on this dual mechanism was successfully correlated with experimental data [7].
For CO2 activation, support materials with basic OH species increase the interaction of CO2 with the support and, therefore, increase the CO2 concentration on the surface, e.g. in form of carbonates, and also increase CO2 affinity for surface carbon which minimizes carbon accumulation (\(CO_{2} + C_{{}} \,\leftrightarrows\, 2 CO\quad \Delta H_{298 K}^{^\circ } = + 171 kJ/mol\)). [80].
Altogether, the reaction network is quite complex, and reforming, RWGS and Boudouard may occur simultaneously. Their relative contribution will strongly depend on the exact reaction conditions which also affect the state of the metal (CHx coverage), of the support oxide (adsorbed carbonates, formates and OH), and of the metal-oxide interface.
Operando Spectroscopy During Methane Steam Reforming (MSR)
The high reaction temperature of MDR (873 K) prevented to acquire operando FTIR spectra. In the following operando results are presented for methane steam reforming (MSR) on Ni–ZrO2,
$$CH_{4} + H_{2} O \to CO + 3 H_{2} \quad \Delta H_{298 K}^{^\circ } = + 206 kJ/mol,$$
obtained by simultaneous FTIR and MS measurements (Fig. 6). The pre-reduced catalyst was heated in a mixture of CH4 and H2O (~1.2 bar with a ratio of 1/3) from 300 to 673 K. As reference state, the FTIR spectrum of the reduced catalyst prior to the reaction is included.
The MSR reaction products are again CO and H2, i.e. both methane and water must be activated, e.g. via CH4 dehydrogenation (dissociative adsorption) and H2O dissociation. Once more, water gas shift (WGS; \(CO_{{}} + H_{2} {\text{O }} \leftrightarrows CO_{2} + H_{2} \quad \Delta H_{298 K}^{^\circ } = - 41 kJ/mol\)) may occur, accounting for the CO2 byproduct [38, 39].
On the reduced catalyst a small amount of bridged bidentate carbonates (at 1630, 1430 and 1230 cm−1) as well as bridged OH-groups (below 3700 cm−1) were observed by FTIR at room temperature (all typical of “residual” adsorbates on the ZrO2 support). In the reaction mixture at 373 K adsorbed water (broad peak around 1630 cm−1) but also adsorbed CH3 and CH2 groups were detected (i.e. methane decomposition starts already at low temperature), in addition to OH-groups. By further increasing the temperature to 573 K adsorbed water vanished from the surface, while the CHx species remained. At about 623 K, H2, CO and CO2 formation (i.e. MSR and WGS) set in (detected by MS) and a new type of bidentate bicarbonate appeared on the surface (~1530 cm−1). The formed CO2 thus accounts for the (re)appearance of the (bi)carbonates. When temperature and reactivity were increasing the vibrations of bidentate bicarbonates shifted from 1550 to 1520 and from 1330 to 1350 cm−1. During 2 h of reaction at 673 K neither the adsorbates nor the reactivity towards MSR were changing, i.e. no deactivation was observed.
In summary, FTIR detected activated CH4 (CH3 and CH2), activated water (OH), as well as different bidentate (bi)carbonate species. The latter certainly originate from the water gas shift side reaction. Indeed, we have previously examined the reaction of the product CO with surface OH groups on an oxide surface, forming surface (bi)carbonates [79]. However, it remains unclear whether the bidentate (bi)carbonates are intermediates in the formation of CO [36, 37] or rather spectator species originating from readsorption of CO2. Additional concentration modulation experiments [81] would be required for a conclusive answer.
UHV-Grown Model Catalysts of Ni–ZrO2/Pd3Zr(0001)
Preparation and Characterization
As described in the experimental section, the ZrO2 model support was prepared by oxidation/annealing of an adequate intermetallic compound, either Pd3Zr(0001) or Pt3Zr(0001), producing an ultrathin ZrO2 (O–Zr–O) trilayer. Using an electron beam evaporator, Ni nanoparticles were then grown on top of the ultrathin ZrO2 layer. The amount of deposited Ni (nominal thickness 3 Å) was controlled by a calibrated quartz microbalance. For further details concerning ZrO2 film preparation and cluster growth we refer to references [65, 66, 82, 83].
The growth of the current ZrO2 thin film was monitored by XPS. Figure 7 shows Zr 3d spectra of the clean Pd3Zr alloy (left), of the ultrathin (O–Zr–O trilayer) ZrO2 (middle; after oxidation in 1 × 10−7 mbar of O2 at 673 K for 30 min, followed by annealing in UHV at 1073 K for 20 min), and after deposition of 3 Å Ni at 300 K onto the ZrO2 film (right).
The Pd3Zr alloy (left) is characterized by a peak at a BE of 179.8 eV, after oxidation there are additional components at 181.2 eV and 182.5/183.1 eV, due to the trilayer ZrO2 film and thicker ZrO2 clusters, respectively. Although oxide clusters are the minority species (about 10 % surface coverage), due to their thickness of several nanometers their contribution to the spectra is comparably larger (photoelectrons originate from multiple ZrO2 layers instead of a single ZrO2 layer). Using a laboratory X-ray source the inelastic mean free path (IMFP) of the photoelectrons is about 2 nm (sampling depth ~6 nm), thus the spectrum is still dominated by the alloy substrate. For more surface sensitive (synchrotron-based) XP spectra we refer to our study of the related ultrathin zirconia film on Pt3Zr [65]. The major difference of the two films is the higher surface defect density of ZrO2/Pd3Zr and, while for Pd3Zr the interlayer between the alloy and oxide is roughly stoichiometric, for Pt3Zr there is an interlayer of pure Pt.
Figure 8a,b shows the LEED pattern (corresponding to Fig. 7a,b) measured with an electron energy of 79 eV, revealing the well-ordered (epitaxial) structure of the ultrathin oxide on the (0001) Pd3Zr surface. It displays the hexagonal reciprocal lattice of the oxide film (red hexagon) and of the alloy substrate (blue hexagon), with a ratio of the reciprocal lattices of oxide to substrate aox/amet of 1.556. According to scanning tunneling microscopy (STM) this corresponds to real space lattice parameters of 0.56 and 0.351 nm for oxide and alloy, respectively [66]. Furthermore, there are two oxide hexagonal lattices, rotated by an angle of 6.7° which correlates perfectly with the Fourier transform of STM images of the oxide film, indicating two rotational domains [65]. A structure model of the ZrO2 film on Pd3Zr, derived from combined STM and by density functional theory (DFT) studies [66], is shown in Fig. 8c. Based on the structural information, the specific XPS binding energies of (alloy supported) ZrO2 trilayers and of thicker ZrO2 layers could be explained by density functional calculations [65]. These XPS binding energies provide a useful reference for alloy (metal) supported ultrathin ZrO2 as well as for more bulk-like ZrO2 clusters.
Deposition of 3 Å Ni at room temperature induces a significant change in the Zr 3d region (Fig. 7c, top). Based on corresponding STM studies [83] of Ni cluster growth on ZrO2/Pt3Zr we expect that most (>80 %) of the ZrO2 support is covered by Ni, either in the form of closely spaced nanoparticles or, in case of coalescence, by large (~10 nm) connected Ni islands (with a height of about 0.2 nm). Locally, the oxide support is still accessible by the gas phase, however. On ZrO2/Pd3Zr, the nucleation density (~4 × 1013 cm−2) is about twice as high, so that a (nearly) closed and thin (~0.1 nm) Ni film is obtained.
The fitted Zr 3d region of the Ni-covered ZrO2/Pd3Zr is shown in Fig. 7c. It is evident that the (relative) intensity of the ZrO2 trilayer film (and that of the alloy substrate) strongly decreased while the signal of the ZrO2 clusters was much less affected (note that the exact geometry between sample, X-ray source and analyzer may vary between measurements, so that relative rather than absolute intensities should be compared).
The pronounced differences in the oxide trilayer and oxide cluster signals after Ni deposition can be explained by the different interplay between Ni and the underlying ZrO2. When Ni grows on the ultrathin oxide it attenuates the photoelectrons escaping from the underlying trilayer of ZrO2 (and from the Pd3Zr alloy beneath), as well as modifying the electronic and geometric structure of the trilayer (presumably because of its strong binding both to Zr and O [83]). The ZrO2 clusters exhibit a more bulk-like electronic structure, and seem less influenced by deposited Ni. This may be due, apart from their size of ~10 nm, to a different growth mode of Ni on ZrO2 clusters (e.g. with a lower nucleation density leaving more open space between Ni particles). A clear answer cannot be given at this point.
Photoemission spectra of the Ni 2p region (cf. Fig. 10) show that nickel is deposited in its metallic form, i.e. with the 2p region showing the satellite structure at 858.2 eV characteristic of metallic nickel. Note that on the technological catalyst, even after reduction at 673 K, part of the Ni surface remained oxidic.
CO Adsorption and Dissociation
CO is, of course, a product of reforming and it is also involved in the (reverse) water gas shift reaction. In order to examine the interaction of the model reforming catalyst with gaseous CO, the freshly prepared 3 Å Ni/ZrO2/Pd3Zr sample was transferred to the high pressure cell [49] and cooled with liquid nitrogen to 200 K. Then, CO PM-IRAS spectra were acquired under isothermal conditions from 10−6 mbar to 100 mbar. As described in more detail in Ref. [50], PM-IRAS only displays the surface adsorbed species, whereas the gas phase signal is removed. The measured spectra (Fig. 9a) show a gradual increase of the absorption signal (or coverage of) CO at 2075 cm−1, which can be attributed to CO chemisorbed on top of individual nickel atoms. Signals of multiply-bonded CO (~1920 cm−1) were very broad and weak. CO adsorption on the ZrO2 trilayer (around 2190 cm−1 on powder ZrO2; cf. Fig. 2) was not observed, due to its desorption temperature of 155 K [65].
After evacuation of the reaction chamber and measuring another PM-IRAS spectrum at 200 K, on-top CO was still detected [Fig. 9b; which is expected since CO desorbs from Ni(111) and Ni(100) at ~425 K [64, 84]]. However, when the sample was gradually heated to higher temperatures in UHV, the signal of on-top CO vanished after heating to 300 K. Clearly, this cannot be due to CO desorption. Upon recooling and redosing 10−4 mbar (or higher) CO at 200 K the signal at 2075 cm−1 did not reappear, as shown in Fig. 9b. Possible explanations are either (1) that the Ni particles/islands had strongly sintered (less likely in view of the moderate temperatures) or (2) (more likely) that CO dissociated on nickel and that the formed coke covered the metal surface and hindered CO (re-)adsorption.
In order to examine the exact reason of the disappearance of the PM-IRAS absorption signal upon annealing/redosing, a fresh Ni/ZrO2/Pd3Zr model catalyst was prepared and the surface was saturated with CO at 90 K already in the preparation chamber (50 L CO exposure). Afterwards XP spectra of the C1 s and Ni2p regions were measured which revealed a peak at 284.9 eV characteristic of molecular CO (Fig. 9c), as well as a peak at 852.7 eV characteristic of metallic Ni (not shown). Afterwards, the model catalyst was successively heated in UHV up to 550 K. As shown in Fig. 9c a shift in C1 s binding energy towards lower binding energies could be observed, from 284.9 eV at 90 K (molecular CO) to 283.9 eV at 550 K (characteristic of sp2-bound carbon). This clearly shows that CO dissociates on nickel upon annealing, a well-known property, thereby forming a carbon over-layer on the nickel surface, which prevents further CO from adsorbing. During this experiment the Ni2p signal remained unaffected, i.e. there was no Ni sintering (which would reduce the intensity) and no formation of Ni carbide (which would induce a shift to 283.5 eV in C1 s [85]).
Previous studies of mbar pressure CO adsorption on supported Pd nanoparticles [52] and smooth and defect-rich Pd(111) single crystals [86, 87] have indicated the absence of CO dissociation on Pd. To confirm the hypothesis of coking on Ni, corresponding XPS experiments were thus performed for ZrO2 supported Pd nanoparticles. As expected, upon heating the Pd nanoparticles up to 550 K, CO desorption (~420 K) but no CO dissociation (carbon deposits) were detected by IRAS and XPS.
Ni Nanoparticle Stability
The thermal stability of Ni particles on ZrO2 was investigated using XPS (in this case for the Pt3Zr substrate, however). Figure 10 shows the corresponding Ni2p spectra, acquired after Ni deposition and after annealing in UHV to 550 K. Apparently, the Ni nanoparticles were stable up to 550 K, as indicated by the nearly identical spectra. However, annealing to 800 K induced a ~40 % decrease of the Ni 2p intensity, i.e. there was a strong “loss” of Ni. An apparent explanation would be a strong sintering of Ni nanoparticles. When the dispersion is reduced, the Ni2p signal decreases. However, it has been previously reported for ultrathin oxides that metal atoms may also diffuse through the ultrathin oxide and merge with the substrate, for example for Pd on alumina/NiAl [88], for Pd atoms on SiOx [89] and for Pd on thin FeO(111) film [90].
Indeed, corresponding STM studies of Ni clusters on ZrO2/Pt3Zr indicated that above 500 K metal atoms migrated through the oxide support into the alloy substrate [83]. We have thus modeled the XPS intensities of a 3 Å Ni layer above and below the ZrO2 support oxide. The calculations indicate that Ni migration to below the trilayer would indeed result in a ~40 % intensity decrease.
Once more, to confirm the hypothesis of “sub-oxide migration”, corresponding XPS experiments were performed for ZrO2 supported Pd nanoparticles (not shown). Upon heating the Pd nanoparticles to 500 K, the Pd 3d signal remained unaffected whereas annealing to 800 K again led to a ~32 % decrease of the XPS Pd 3d signal. Consequently, at high temperature the Pd atoms also migrated through the ultrathin oxide into the underlying alloy. Further experiments using low energy ion scattering (LEIS) or synchrotron XPS (which are both more surface sensitive than our laboratory XPS) are required to examine the “sub-oxide migration” in more detail.