Open Access Article
Karsten G.
Kirste
a,
Said
Laassiri
b,
Zhigang
Hu
c,
Dragos
Stoian
d,
Laura
Torrente-Murciano
*c,
Justin S. J.
Hargreaves
*e and
Karina
Mathisen
*a
aDepartment of Chemistry, Norwegian University of Science and Technology, Høgskoleringen 5, N-7491 Trondheim, Norway. E-mail: karina.mathisen@ntnu.no
bChemical & Biochemical Sciences, Green Process Engineering (CBS), Mohamed VI Polytechnic University, UM6P, 43150, Ben Guerir, Morocco
cDepartment of Chemical Engineering and Biotechnology, University of Cambridge, CB3 0AS, Cambridge, UK. E-mail: lt416@cam.ac.uk
dSwiss-Norwegian Beamline, European Synchrotron Radiation Facility, F-38043, Grenoble Cedex, France
eSchool of Chemistry, University of Glasgow, Joseph Black Building, Glasgow G12 8QQ, UK. E-mail: Justin.Hargreaves@glasgow.ac.uk
First published on 12th June 2020
The implementation of ammonia as a hydrogen vector relies on the development of active catalysts to release hydrogen on-demand at low temperatures. As an alternative to ruthenium-based catalysts, herein we report the high activity of silica aerogel supported cobalt rhenium catalysts. XANES/EXAFS studies undertaken at reaction conditions in the presence of the ammonia feed reveal that the cobalt and rhenium components of the catalyst which had been pre-reduced are initially re-oxidised prior to their subsequent reduction to metallic and bimetallic species before catalytic activity is observed. A synergistic effect is apparent in which this re-reduction step occurs at considerably lower temperatures than for the corresponding monometallic counterpart materials. The rate of hydrogen production via ammonia decomposition was determined to be 0.007 molH2 gcat−1 h−1 at 450 °C. The current study indicates that reduced Co species are crucial for the development of catalytic activity.
Within this context, ammonia as a hydrogen vector is promising due to its high hydrogen gravimetric content (17.6 wt%) and vapour pressure (10.6 bar at 300 K)5 compared to the alternative of pressurised hydrogen.6–8 Ammonia also has a low flammability range and there is existing infrastructure for ammonia distribution.7 Deployment of ammonia as a hydrogen vector requires the release of hydrogen at high rates and at low temperatures (such as 150–180 °C in relation to the working conditions of fuel cells) and currently the best catalyst for the process is ruthenium supported on graphitised carbon nanotubes (CNT).9–11 To achieve low temperature activity, promotion of the ruthenium active species with caesium is required.12,13 In this context, it is notable that ruthenium and caesium are scarce elements and the production costs of the elements are most likely too high for the use as an ammonia decomposition catalyst in vehicles.14,15 Accordingly, scientific interest is now focused on alternative catalysts based on non-noble metals. In low temperature ammonia decomposition the rate determining step has been demonstrated to be the desorption of nitrogen16 and in connection with this, metallic cobalt is presented as an attractive alternative due to the fact that its nitrogen binding energy is similar to ruthenium metal.17 The activity of cobalt catalysts has been shown to depend on particle size and dispersion,18,19 also cobalt–support interactions have been shown to be important in relation to activity20 with cobalt supported on silica being active.21 The importance of metallic cobalt dispersion and the texture of the silica matrix has been reported for cobalt containing mesosilicate systems by Varisli and co-workers.19,22
To further improve the properties of monometallic catalysts it has been suggested to form bimetallic systems, where one metal has too strong, nitrogen adsorption properties while the other has weaker nitrogen adsorption properties.23 In the context of bimetallic systems, notwithstanding the fact that rhenium is a scarce metal, it is interesting to note that cobalt together with rhenium has been reported to exhibit a synergistic effect with lower reduction temperatures for both metals being achieved.24–28 We have observed that unsupported Co–Re possesses ammonia decomposition activities comparable to Ru/CNT29 which, given that it possesses a very low surface area, suggests that successfully supporting the active phase might lead to further improvement in catalyst performance. Nanoparticles confined in micropores generally experience growth restriction due to pore confinement and enhanced bimetallic interaction.30 Silica aerogels are ultra-porous materials, with a structure of interconnected colloidal silica. The interconnected colloids form both mesopores (2–50 nm) and micropores (<2 nm) and exhibit properties such as high surface areas (600–1000 m2 g−1) and surface hydrophobicity.31 Methods for the introduction of rhenium into porous supports include covalently bonding rhenium complexes to support surfaces,32,33 atomic layer deposition from solution34 and the more widely preferred impregnation methods.27,35–38
In the present manuscript, we report the co-introduction of rhenium and cobalt onto an ambient pressure dried (APD) silica aerogel. In situ X-ray absorption spectroscopic (XAS) characterisation of the cobalt–rhenium phase during hydrogen production via ammonia decomposition is also reported to reveal the nature of the active species as well as the synergistic effect of cobalt–rhenium in the formation of such active species under reaction conditions.
:
1 volume ratio. Typically, cobalt(II) nitrate hexahydrate (Co(NO3)2·6H2O, Sigma Aldrich) and rhenium(VII) oxide (Re2O7, Sigma Aldrich) were dissolved in the ion exchanged sodium silicate solution before gelation was initiated by the addition of hexamethyldisilazane (HMDS, Sigma Aldrich) and hexamethyldisiloxane (HMDSO, Sigma Aldrich). Analogous silicate gels containing only cobalt and rhenium were synthesised as a comparison. All gels were immersed in n-heptane (VWR international) for 24 hours before decantation and drying at 65 °C for 1080 minutes, then at 85 °C for 180 min and finally further drying at 120 °C for 120 minutes employing a temperature ramp rate of 5 °C min−1. The thermal stability of the gels was tested by annealing a portion of them at 450 °C for 30 minutes or by calcination at 700 °C for 3 hours. The temperature ramp rate for both thermal treatments was 10 °C min−1 employing an atmosphere of static air. The theoretical molar composition of the synthesised cobalt–rhenium containing gel was 1 Si
:
0.8 HMDS
:
0.85 HMDSO
:
0.05 Co(II)
:
0.05 Re(VII). The monometallic gels possessed comparable content of the metal component of interest.
Powder X-ray diffraction (XRD) patterns were recorded using a Bruker D8 A25 DaVinci X-ray Diffractometer employing CuKα radiation with a LynxEye™ SuperSpeed Detector. The scans were collected in the angular range of 2θ = 5–60°, comprising 4142 steps, with a counting time of 40.32 s per step. The divergence slits were set to 0.1 mm.
Nitrogen adsorption/desorption isotherms and BET specific surface area were measured at liquid nitrogen temperature with a Micromeritics TriStar 3000 surface area and porosity analyser. The pore size distributions were calculated from the N2-adsorption branch, while average pore diameter was calculated from the BJH method based in the N2-desorption branch. The cumulative pore volume (Vc) was calculated from the BJH method at the relative pressure p/p0 = 0.98. The samples were degassed at 250 °C in vacuo for 12 hours prior to analysis. Filler rods were used to reduce measurement errors. The adsorption and desorption isotherms were acquired with 40 points each.
Temperature programmed reduction (TPR) experiments were carried out a Micromeritics Autochem II instrument equipped with a thermal conductivity detector (TCD). The samples were degassed under flowing argon for 20 min prior to TPR analyses up to 900 °C using a temperature ramp rate of 10 °C min−1 under a 50 mL min−1 flow of 5% H2/Ar.
535 eV). The data were recorded in hybrid mode. SNBL is located on a bending magnet producing the white beam for the beamline with a Si(111) double crystal monochromator for EXAFS data collection. The cobalt K-edge and rhenium LIII-edge data were collected in transmission mode with the incident and transmitted intensities (I0, It and I2) being detected in ion chambers filled with, I0 (30 cm) 50% N2 + 50% He, and It (30 cm) with 85% N2 + 15% Ar at for the cobalt K-edge and for the rhenium LIII-edge I0 (30 cm) 100% N2, It (30 cm) 50% N2 + 50% Ar. Cobalt references (CoO, Co3O4, Co(OH)2, Co(NO3)2·6H2O and Co-foil) and rhenium references (Re-foil, ReO2, ReO3, KReO4 and NH4ReO4) were collected ex situ and were mixed with boron nitride for optimum absorption and placed in aluminium sample holders. The cobalt XAS data were measured in step scan from 7600 eV to 8300 eV with a step size of 0.5 eV and counting time 300 ms for the cobalt K-edge. The rhenium LIII-edge data were collected between 10
350 eV and 11
800 eV, with a step size of 0.5 eV and counting time 200 ms.
The in situ samples were placed in 0.9 mm in diameter quartz capillaries with quartz wool on either side. For all in situ measurements, capillary diameter, sample mass and gas flow were kept constant to ensure similar conditions at both edges. The capillaries were placed above a heater for temperature control of the reactor. A switching valve was used to ensure a quick change between pre-treatment gas and reaction gas. A Pfeiffer Omnistar mass spectrometer was used to continuously monitor the exhaust from the sample.
The in situ CoRe-aerogel samples were initially pre-treated in 75% H2 in Ar with a flow of 10 mL min−1 at 600 °C for one hour with a 10 °C min−1 ramp rate. After the pre-treatment, the samples were cooled to 200 °C and the feed gas through the capillary was switched to 5% NH3 in He with a flowrate of 10 mL min−1 before the samples were heated to 600 °C employing a 5 °C min−1 temperature ramp rate. EXAFS scans and XRD patterns were collected both at the beginning and at the end of the sample pre-treatment, as well as at 200 °C in a 75% H2 flow, in 5% NH3 at 200 °C and at 600 °C. XANES scans were collected during heating. The exit gas stream was continuously monitored by mass spectrometry.
535 eV).
MCR plus the alternating least-square (ALS) mathematical algorithm was used to provide the pure response profile of the chemical constituent (species) of the unresolved mixture. The range in energy for the MCR-analysis was 7700–7770 eV for the spectra at the Co K-edge and 10
520–10
570 eV for the spectra at the Re LIII-edge. To determine the number of principal components able to mimic the system (i.e. rank-analysis), a built-in method based on a singular value decomposition (SVD) approach was used along with a principal component analysis (PCA) of the time resolved data.41,42 Specifically, the time-resolved spectra with a high level of band overlap were translated into a set of chemically meaningful pure-component spectra with respective concentration profiles. Positive constraints for both concentration and spectra profiles and closure constraints for the concentration (i.e. no mass transfer; constant concentration of the absorber, Co/Re, throughout the time resolved experiment) were utilised. Nowadays, MCR is commonly used as a blind source separation method (no reference spectra) to process large datasets generated in labs and synchrotron facilities all over the world. For a detailed description of the methods employed, software and usage, the reader is guided to Jaumot et al.,43,44 Ruckbush et al.45 and Voronov et al.46
EXAFS least-squares refinements were carried out using DL-EXCURV.47 DL-EXCURV fits the theoretical curve (χth(k)) to the experimentally obtained curve (χexp(k)) using the curved wave theory. The fit parameter reported for each refinement procedure is given by the statistical R-factor, defined as:
DL-EXCURV calculated ab initio phase shifts were used and verified by using reference compounds. The least-squares refinements were carried out in typical wave number k range 2–11 Å−1 for cobalt and k-range 3–10 Å−1 for rhenium using k3-weighted data. The EXAFS data were analysed with a shell-by-shell approach. A shell was added and then refined before a new shell was added and both shells were refined again (either together or shell wise) until the best fit was found. In cases where the k range was limited, because of the experimental conditions, shells with low coordination numbers that appeared during the refinements were fixed. For one sample at the Re LIII-edge it was necessary to decouple the Debye–Waller factor and coordination number by finding the best fit for both k2- and k3-weighting. This was also verified by comparing the Debye–Waller factor with a suitable reference.
The reduced fraction (Fred) from the EXAFS data was evaluated by calculating the oxidised fraction (Fox) between NCo–O(after PT)/NCo–O (annealed or as-synthesised) and subtracting this from 1. The NCo–O from both the as-synthesised and the annealed sample was used as reference points. The least squares linear combination feature in Athena was used to determine linear combinations (LC).40
The thermal stability of the CoRe-aerogel was tested by annealing the material to 450 °C in static air especially with attention to the surface area and porosity. The CoRe-aerogel was also tested at a higher temperature (700 °C) to be comparable to that employed for bulk CoRe.48,49 The XRD pattern of the CoRe-aerogel presented in Fig. 1 indicates the presence of the ammonium perrhenate (NH4ReO4) phase (PDF 000-010-0252, ICDD, 2020) which may have formed from the reaction between the dissolved Re2O7 precursor and ammonium ions derived from the reacted HMDS. The NH4ReO4 phase is lost as the sample is heat treated during annealing and calcination. The XRD pattern of the as-synthesised Co-gel (ESI,† S1) is amorphous in nature and continues to be amorphous after the annealing and calcination. However, the XRD pattern of the as-synthesised Re-gel (ESI,† S1) possesses reflections corresponding to ammonium perrhenate, but the overall intensity is lower than for the CoRe-gel which corresponds to the lower metal content of the rhenium gel. As observed in the case of its CoRe counterpart, the annealed and calcined Re-gels exhibit amorphous XRD patterns. Rhenium(VII) oxide and ammonium perrhenate are known to be volatile above 300 °C when supported on alumina.50 In the calcined CoRe-gel (3 hours, 700 °C in static air, 10 °C min−1 heating rate) volatilisation of rhenium is observed where the amount of rhenium is 0.5 wt%. However, the volatilisation and loss of rhenium is not observed in the annealed CoRe-gel (30 minutes, 450 °C in static air, 10 °C min−1 heating rate) as the rhenium content is unchanged compared to the as-synthesised CoRe-gel. The cobalt content in the CoRe-gel and the Co-gel (Fig. 1 and ESI,† Table S1) is stable with an apparent small increase of cobalt content after annealing and calcination compared to the as-synthesised sample. This is associated with the methylated surface being burnt off, the decomposition of the anions of the cobalt precursor (NO3−), and desorption/decomposition of residues of ammonia and the ammonium ions introduced from the surface modification during synthesis.
![]() | ||
| Fig. 1 XRD patterns (left) of the as-synthesised, annealed and calcined CoRe-aerogels and their metal contents (right) after their respective thermal treatments. | ||
The nitrogen adsorption–desorption-isotherm of the as-synthesised CoRe-gel (Fig. 2) shows a combination of type I and type IV (IUPAC classification) isotherm characteristics as expected for silica aerogels being both micro- and mesoporous. Similarly, the isotherm of the Co-gel (ESI,† S2) is a type I and type IV composite isotherm. Both the Co-gel and the CoRe-gel have hystereses similar in shape which resemble a combination of type H2 and type H4 indicative of poorly defined pore sizes and slits.51 The pore size distributions (ESI,† S3) show the majority of the pore volume in the material originates from small mesopores and micropores.
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| Fig. 2 The N2-adsorption (solid)/-desorption (dashed) isotherms of the (a) as-synthesised, (b) annealed, (c) calcined CoRe-aerogel and (d) the corresponding BET surface areas. | ||
The hysteresis loops are also present in the annealed and the calcined CoRe-gel and Co-gel materials (Fig. 2 and ESI,† S2) confirming the thermal stability of their mesoporous nature up to 700 °C for 3 hours. However, the isotherms of the CoRe- and Co-gels become more similar to type I in nature with an H2 hysteresis, indicative of microporous materials, upon thermal treatment. A decrease in hysteresis loop size with higher temperature thermal treatment indicative of partial loss of mesopores is observed for the Co- and the CoRe-gels.
There is an apparent increase in the BET specific surface area (Fig. 2) after annealing the CoRe-aerogel and the same trend is also observed for the plain gel, Co-gel and the Re-gel (ESI,† S3), although caution must be applied to such analyses given the microporous nature of the materials which is a limitation for BET analysis. This apparent increase may be related to the oxidation of the hydrophobic surface and/or unblocking pores. Interestingly, the specific surface area decreases for the calcined gels which may arise from pore shrinkage due to dehydroxylation.
The temperature programmed reduction profiles of the CoRe-gel and the monometallic Re-gel and Co-gel counterparts are shown in Fig. 3. The Co-gel displays only one very small and almost negligible peak (Peak 1) in the TPR profile confirming only partial reduction. This reduction event at 387 °C correlates with the reduction of Co3O4 to CoO27 suggesting stabilisation of the Co2+ species in the silica gel framework. On the other hand, the Re-gel, presents two small reduction peaks at 295 °C and 290 °C, respectively. It is important to note that the H2 consumptions in the mono-metallic catalysts are very small compared to the Co–Re-gel system as shown in Table 2, not only being related to the differences of metal loading but more importantly to the enhanced reducibility of the CoRe-gel catalyst. Indeed, the Co-gel catalyst is only reduced 6.9% from Co3O4 to CoO while the Re-gel catalyst reduces ∼34%. The combination of CoRe enhances the combined reduction to 53.1% (Table 2). Such cooperative interaction of the reduction process is reflected in the TPR profile of the CoRe-gel. The reduction of both cobalt and rhenium takes place at very similar temperatures of 250–400 °C with the peak being fitted by two overlapping peaks (as shown by the red and blue profiles). Rhenium species reduce first, leading to the reduction of Co3O4 species at lower temperature than the counterpart Co-gel catalyst due to hydrogen spill over from rhenium.52 The negative peaks in the three TPR profiles at ∼700 °C was also observed by Guzci et al.53 for Re–Co/SiO2 and attributed to decomposition induced desorption of H2 and smaller organic compounds.
| Catalyst | H2 consumed (cm3 g−1) | Peak 1 | Peak 2 | Metal reduction (%) |
|---|---|---|---|---|
| Co-gel | 0.28 | 387 | 7 | |
| Re-gel | 0.45 | 255 | 290 | 34 |
| CoRe-gel | 4.08 | 298 (60%) | 322 (40%) | 53 |
The presence of Co(OH)2 in the as-synthesised CoRe-gel is further confirmed by the EXAFS analysis (Table 3 and Fig. 5) which yields an average multiplicity of 5.3 for the Co–O pair at 2.08 Å and 6 in average multiplicity for the Co⋯Co pair at 3.12 Å. The Re-environment in the CoRe-gel possesses an average multiplicity for the Re–O pair of 4.2 at 1.73 Å correlating well with the NH4ReO4 phase as found with XRD. There are no reflections in the XRD pattern which can be attributed to cobalt containing phases, however the presence of a Co⋯Co backscattering pair from EXAFS indicates that some of the cobalt is present as nanophase CoOx or Co(OH)2.
| Treatment | Shell | N | R (Å) | 2σ2 (Å2) | E F (eV) | R (%) | Δk | AFAC |
|---|---|---|---|---|---|---|---|---|
| a DW-value was fixed. b Shell was kept as a constant and not fitted, due to experimental conditions and constraints in k-range. | ||||||||
| As-synthesised | Co–O | 5.3(5) | 2.080(9) | 0.023(4) | −6.5(2) | 32 | 2–10 | 0.66 |
| Co…Co | 6(2) | 3.122(9) | 0.027(6) | |||||
| Re–O | 4.2(1) | 1.734(3) | 0.0005a | −13.6(9) | 19 | 3–11 | 0.64 | |
| Annealed at 450 °C | Co–O | 3.5(5) | 2.01(1) | 0.021(6) | −6.5(9) | 49 | 2–10 | 0.66 |
| Re–O | 4.1(2) | 1.718(3) | 0.002(1) | −10.0(7) | 15 | 3–10 | 0.64 | |
| H2/Ar at 600 °C | Co–Ob | 0.5 | 1.95 | 0.001 | −8.9 | 42 | 2–9.5 | 0.79 |
| Co–Co | 1.4(4) | 2.414(7) | 0.020(6) | |||||
| Co–Re | 2.8(6) | 2.70(2) | 0.04(1) | |||||
| Re–Ob | 0.5 | 1.90 | 0.01(7) | −11(1) | 38 | 3–11 | 0.8 | |
| Re–Co | 3.0(8) | 2.53(1) | 0.034(6) | |||||
| Re–Re | 3(1) | 2.74(1) | 0.030(8) | |||||
| NH3 at 600 °C | Co–O/N | 1.2(3) | 1.96(2) | 0.017(8) | −8.9(6) | 45 | 2–9.5 | 0.79 |
| Co–Re | 2.7(6) | 2.58(1) | 0.023(5) | |||||
| Re–O/N | 1.1(2) | 1.99(2) | 0.020(7) | −12.7(6) | 29 | 3–10 | 0.8 | |
| Re–Co | 6(1) | 2.608(5) | 0.041(4) | |||||
The annealed CoRe-gel (Fig. 6) reveals a Co–O pair at 2.01 Å with an average coordination number of 3.5. The fitting of the second shell was unsuccessful, but the identity of the backscattered signal from this R-range was identified to be a Co⋯Si contribution by analysis of the Fourier filtered data (ESI,† Tables S2 and S4). The second Co–O–Co coordination shell is lost after annealing and this dramatic change suggests a dispersion of the CoOx/Co(OH)x species and subsequent interaction with the silica phase resulting in cobalt migrating into the gel network. The rhenium environment (Table 3 and Fig. 5) with Re–O pair at bond distance of ∼1.72 Å and an average coordination number of 4.1 is apparently not significantly changed by annealing, although there is a contraction of the Re–O bond distance observed indicating a stronger interaction between Re and O. From XRD the crystallinity is seen to be lost corresponding to decomposition of the NH4ReO4 phase.
554 eV, which is characteristic for Re(VII)-species and is believed to be Re(IV/VI) due to its similarity with these species. The reduction of cobalt is initiated at ∼220 °C and is slower than for rhenium and continues after the CoRe-gel reaches 600 °C. The starting component of cobalt is not fully reduced and stabilises only after ∼60 minutes at 600 °C. The Co(II*)-component in Fig. 7 is believed to be a different Co(II) species from the characteristic pre-edge peak from comparison with references (ESI,† Fig. S5 and S6). Co(II*) is present in the final state of the CoRe-gel. The components Co(II*) and Re(IV/VI) from the MCR analysis may also be related to species formed due to metal–silica aerogel interactions.
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| Fig. 7 MCR-analysis of the pre-treatment of CoRe-gel from the Co K-edge (top) and Re LIII-edge (bottom) with the relative concentrations of the components. | ||
The normalised and energy shifted XANES of the pre-treated Co-gel and pre-treated CoRe-gel (ESI,† S7 and S8) at 600 °C in 75% H2 show the synergistic effect of rhenium and cobalt. While the Co-gel is not reduced after the pre-treatment, with a prominent white line feature (7726 eV) and a pre-edge peak (7710 eV) characteristic for Co2+ species being present, the CoRe-gel is reduced and resembles the Co-foil. However, the CoRe-gel has a small white line intensity at 7727 eV compared to bulk Co-metal. This difference was also observed in the unsupported CoRe material.25,29
The results of the EXAFS analysis (Table 3 and Fig. 5, 8) of pre-treated CoRe-gel supports the MCR-analysis confirming an 80–90% reduction. The fit was significantly improved by adding a short distance Co–O shell (NCo–O = 0.5) at 1.95 Å. This shell was fixed and not part of the final refinements due to limited k-range. EXAFS analysis of rhenium suggests 80–90% of the rhenium is reduced and this contrasts with the MCR which show that rhenium is fully reduced. This difference is due to an addition of a constant Re–O contribution (NRe–O = 0.5, at 1.9 Å) in the refinements. The presence of unreduced small cobalt/rhenium-containing oxidic clusters and/or a strong cobalt/rhenium interaction with the silica aerogel support can be inferred. There are monometallic contributions found with 1.4 Co–Co at ∼2.4 Å and 3 Re–Re contributions at 2.74 Å. In addition, there are both Co–Re and Re–Co contributions found at 2.7 Å (NCo–Re = 2.8) and at ∼2.53 Å (NRe–Co = 3) respectively. Several refinement strategies have carefully been tested such as fixed bond distances and mixed sites function in DL_EXCURV, but due to the experimentally constrained k-range neither was successful in providing more similar bonding distances.
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| Fig. 8 Schematic of the CoRe-gel in 75% H2 at 600 °C with the major species consisting of rhenium (blue), cobalt (green) and oxygen (red). | ||
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| Fig. 9 XANES-spectra before and after switching from H2 to NH3 from the Co K-edge (left) and Re LIII-edge (right). | ||
Co-only and Re-only supported catalysts present similar ammonia decomposition catalytic activity. However, it is important to highlight the synergetic effect achieved by the CoRe gel in agreement with the characterisation results, although it should be cautioned that the pre-reduction temperature applied is lower than that employed in the XAS experiments.
540 eV which matches the position of the white line feature in the Re-foil. The features seen in the references NH4ReO4 (10
554 eV), ReO3 (10
562 eV and 10
577 eV) and ReO2 (10
554 eV) are not found for the Re-environment in the CoRe-gel at 600 °C in 5% NH3. The oxidised fraction of the CoRe-gel in 5% NH3 during ammonia decomposition is 20–30% for both cobalt and rhenium based upon the average multiplicities from EXAFS (Table 3).
![]() | ||
| Fig. 11 XANES of the CoRe-gel during ammonia decomposition at the Co K-edge (left) and Re LIII-edge (right) between 400–600 °C in 5% NH3. | ||
As presented, the EXAFS analysis of CoRe-gel at the end-point (Table 3 and Fig. 5) reveals no monometallic contributions, although a Co-Co contribution was detected in the EXAFS analysis but this was not included due to limited k-range due to experimental constraints. The average coordination number of the bimetallic Co–Re contribution is mostly unchanged at 2.7 with a shortening of the bonding distance from 2.70 Å to 2.58 Å. Interestingly, the Re–Co contribution increased in average coordination number to 6. The bonding distance of the Re–Co elongates from 2.53 Å to 2.61 Å during ammonia decomposition and this might be due to some monometallic Re–Re contribution in the fitted Re–Co shell. However, the Re–Re could not be fitted and we believe this is due to the experimental constraints making the Re–Co and Re–Re shell inseparable. The Re–Co and Re–Re shells were attempted to be fitted with the mixed sites function in DL_EXCURV, but this was not successful as there was no convergence for the distribution of the Re–Re/–Co backscattering pair.
support to be ∼2.0 Å for CoRe/Al2O3 systems and, by contrast, the Re–O bond distance in the CoRe-gel is much shorter (1.72–1.74 Å) corresponding with that found in the first Re–O shell of ammonium perrhenate.
The synergistic relationship between cobalt and rhenium is consolidated by the dispersion of NH4ReO4 coinciding with the disappearance of the Co–O–Co backscattering shell in the CoRe-gel during annealing. Results from EXAFS refinements suggest that CoOx/Co(OH)2 species undergo thermal disruption while forming highly dispersed [⋯Co(–O)3⋯]-species. In contrast, the Co-species in the Co-gel remain mostly unchanged during annealing where a Co–O backscattering shell (N ∼ 4–5, R ∼ 2.1) and a Co–O–Co backscattering shell (N ∼ 7–5, R ∼ 3.09–3.14) were fitted (Fig. 13). In the Re-gel, a loss of crystallinity is observed confirming thermal dispersion as observed for the CoRe-gel. Compared to the CoRe-gel, the rhenium content of the Re-gel is halved upon annealing, confirming the volatilisation of [ReO4]– and the stabilisation of the Re-species in the silica aerogel in the presence of cobalt species. Hence, the presence of rhenium promotes the dispersion of particulate CoOx/Co(OH)2 to single site Co2+ while cobalt clearly assists in anchoring [ReO4]− entities during thermal treatment. The Co–O bond distance decreases from 2.11 Å to 2.00 Å after annealing which could be ascribed to Co2+ ions migrating into the framework. Similar results were reported for cobalt ion exchanged CoNaKPHI (zeolite) where a decrease in Co–O bond distance from 2.09 Å to 2.02 Å58 is explained by Co2+ present as the hexaaquacobalt(II)-ion complex in the cages of the zeolite upon dehydration migrating into more uncoordinated positions in the pores of the zeolite.
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| Fig. 12 Schematic of the CoRe-gel in 5% ammonia at 600 °C with the major species consisting of rhenium (blue), cobalt (green) and oxygen/nitrogen (red). | ||
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| Fig. 13 Average multiplicity of the Co-gel and CoRe-gel before and after annealing in air to 450 °C. | ||
The thermal stability of the porous network in silica aerogels is an important consideration for the catalysts. When the CoRe-gel, Co-gel and Re-gel are treated at 450 °C in static air, an increase in specific surface area is observed in all cases. This can be explained by the removal of some of the methyl groups as seen by a decrease in the intensity of the methyl vibrations (2963 cm−1 and 2906 cm−1) in DRIFTS (see ESI,† Fig. S13 and S14).
Bimetallic contribution in the CoRe-gel is confirmed from EXAFS analysis with average coordination numbers of NCo–Re = 2.8 and NRe–Co = 3. In addition, monometallic backscattering pairs were also fitted (NCo–Co= 1.4 and NRe–Re = 3) yielding a total metallic contribution of Ntotal
metallic ∼ 4–6 for both metals. These results indicate a higher degree of Co–Re mixing for the aerogel deposited CoRe-phase compared to the bulk CoRe1.629 as the Co–Re shell could not be fitted in the latter. Estimates for the average particle size from XAS based on the work of de Graaf et al.60 was approximated to be <25 Å. However, the in situ XRD pattern (ESI,† S15) shows small broad reflections confirming that the CoRe-phase is present as nanoparticles and a larger size is expected.25,61 By comparison, particles (2 nm from TEM) were reported by Guczi et al.53 for CoRe deposited on monolithic SiO2. Guczi et al.53,62 also report the requirement of higher temperatures (>450 °C) for complete reduction of the CoRe-phase which is likely to be related to different particle sizes and metal–support interactions. Interestingly, the cobalt in the Co-gel (ESI,† S7) remains as Co2+ during the pre-treatment with a prominent white line feature and characteristic pre-edge feature. This is also confirmed by EXAFS (ESI,† Tables S4 and S16) where a Co–O backscattering shell and a Co–O–Co backscattering shell could be fitted after hydrogen pre-treatment. Matsuzaki et al.52 found that well dispersed Co(II)-species on a SiO2-surface form strong interactions with the support and decrease in reducibility in agreement with the observed lack of reduction of the Co-gel during treatment in 75% H2. Clearly, rhenium promotes reduction of cobalt at lower temperatures with subsequent synergistic formation of bimetallic CoRe-nanoparticles.
Even if immediate re-oxidation occurs for both rhenium and cobalt when switching to ammonia, as seen by the increase of the white line intensity in the XANES (Fig. 9), both metals are again reduced to the metallic state between 415–600 °C in 5% ammonia and catalytic activity commences at 450 °C (Fig. 11). By comparison, the considerably less active Co-gel remains mainly as Co(II) during both pre-treatment and ammonia decomposition supporting the claim that maintaining cobalt in the reduced state is crucial for activity. The observed re-oxidation of the CoRe-gel is also observed for the unsupported CoRe1.629 when switching to 5% NH3 in He, however, in this case, the degree of re-oxidation is considerably lower. Thus, the smaller particle size observed in the CoRe-gel results in the improved reversibility of the Re(VII) ↔ Re(0) and Co(II) ↔ Co(0) valence states.
Despite the fact that there is a remaining oxidised fraction in the CoRe-gel, linear combination (ESI,† S10) of the as-synthesised gel and the Co-/Re-foil to CoRe-gel in 5% NH3 at 600 °C resulted in poorly fitted curves meaning bimetallic interaction. This is further supported by there being no similar oxidic rhenium references (ReIV, ReVI and ReVII (as perrhenate)). The position of the white line in the Re-foil and the CoRe-gel was similar indicating mostly a metallic environment.
While no changes are observed in the in situ XRD (ESI,† S15) studies during ammonia decomposition, the EXAFS shows that the Co–O contribution is 1.2 as the CoRe bimetallic nanoparticles are reduced; however, the CoRe-phase remains more oxidised than in H2. This is also emphasised by the fitted Re–O/N contribution of 1.1 in ammonia an increase compared to the Re–O/N backscattering pair present during hydrogen treatment, corresponding to 25–30% oxidised phase.
The bimetallic contribution in the EXAFS spectra is confirmed by Fourier filtering the respective ranges in real space (Fig. 14 and 15) at both the Co K-edge and the Re LIII-edge. Most noticeable, adding a bimetallic shell significantly reduces the R-factor and the shape of the backscattered signal cannot be expressed by a monometallic contribution. The apparent variation in the experimental curve in Fig. 14 is due to Ef being fitted out of range for the Co–Co-model (<−20 eV). The results of the fitted back transformed chi curves (ESI,† Table S5) are in accordance with the EXAFS-analysis (Table 3 and Fig. 5) with Co–Re/Re–Co contribution (NCo–Re = 1.3 Å and NRe–Co = 3.9 Å) at more similar bonding distance of 2.58 Å at the Co K-edge and 2.60 Å at the Re LIII-edge as the best fits for the isolated chi curves. While the quantitative information obtained from the Fourier filtered data should be viewed with great care, a qualitative assessment works as a fingerprint as Co and Re display very different backscattered waves.
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| Fig. 14 Fourier filtered and fitted backscattered signal originating from the metallic contribution (real space range: 2.1–3.15 Å) of the CoRe-gel at 600 °C in 5% NH3 at the Co K-edge. | ||
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| Fig. 15 Fourier filtered and fitted backscattered signal originating from metallic contribution (real space range: 2–3.4 Å) for the CoRe-gel at 600 °C in 5% NH3 at the Re LIII-edge. | ||
The EXAFS results after pre-treatment in hydrogen at 600 °C suggest that two types of nanoparticles are present in the CoRe-gel, namely bimetallic CoRe particles and monometallic Re particles. This can be deduced from the Re–Re contribution (Fig. 16) prior to ammonia decomposition. The average particle size of the bimetallic CoRe species is estimated to be stable and are expected to be <25 Å, and accordingly the reflections of the in situ XRD (ESI,† S15) do not increase in intensity.
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| Fig. 16 Average multiplicities of the CoRe-gel after pre-treatment in H2 and during ammonia decomposition. The Me–O/N shells were removed for clarification. | ||
The stark difference between the bulk and supported CoRe-phase is the superior speciation control in the latter where only bimetallic particles are present during ammonia decomposition. By contrast the bulk phase consists of 20% bimetallic particles together with monometallic Co and Re species of varying size. In terms of size control, none of the particles found in the CoRe-gel were larger than 2.5 nm. Hence, depositing CoRe in a silica aerogel leads to improved control over size and speciation. Future avenues for exploration would include direct observation of the particle size/size distribution and/or the application of chemisorption methods in this respect.
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: 10.1039/d0cp00558d |
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