Yunhua Li*a,
Xing Zhanga,
Qi Zhanga,
JinBao Zhenga,
NuoWei Zhanga,
Bing H. Chena and
K. J. Smithb
aDepartment of Chemical and Biochemical Engineering, College of Chemistry and Chemical Engineering, National Engineering Laboratory for Green Chemical Productions of Alcohols-Ethers-Esters, Xiamen University, Xiamen 361005, PR China. E-mail: yunhuali@xmu.edu.cn
bDepartment of Chemical and Biological Engineering, University of British Columbia, 2360 East Mall, Vancouver, BC, V6T 1Z3 Canada
First published on 16th March 2016
Ru–RuO2/C prepared by galvanic replacement has high catalytic activity for sodium borohydride hydrolysis. In the present study, a series of Ru–RuO2/C catalysts, Ru–RuO2/C reduced, RuO2/C and Ru supported on Ni foam (Ru/Ni foam) are prepared and characterized. Results show that RuO2 on Ru–RuO2/C is formed from both the consumption of the parent Ni and NiO nanoparticles and the disproportionation of RuCl3 with epitaxial growth of Ru species. The quantity of RuO2 with oxygen vacancies in Ru–RuO2/C determines the hydrolysis activity for sodium borohydride. In contrast to Ru–RuO2/C, Ru/Ni foam without oxygen vacancies has the lower hydrolysis activity. Results of kinetics calculation further confirm that without mass transfer limitation, Ru–RuO2/C has lower intrinsic activation energy and correspondingly higher catalytic activity due to existence of oxygen vacancies than those from Ru–RuO2/C reduced, RuO2/C, Ru/Ni foam and catalysts from the literature.
Recently, a large number of bimetallic catalysts, such as Pd–Cu/C, Pd–Ni/Ni foam,7 Ag–Pd8 and Au–Ag9 have been prepared by galvanic replacement, in which a non-noble metal with a lower potential is replaced by a noble metal to form the bimetallic material. In addition, the existence of the reduced surface can induce the generation of oxygen vacancies10 while the presence of oxygen vacancies in the catalysts can facilitate many redox reactions due to the decrease in work function of the materials.11,12 To our knowledge little has been reported on the synthesis of hydrolysis catalyst with oxygen defects using a reductive base metal as the precursor for galvanic replacement.
Kinetics study on NaBH4 hydrolysis to produce hydrogen has extensively focused on the calculation and comparison of activation energies over catalysts.13,14 Catalytic activity of catalysts, however, is influenced by internal and external diffusion as well as catalytic capacity of active site. In this case, their results for NaBH4 hydrolysis may be more reasonable if the effect of mass transfer limitation in the solution is considered to determine real catalytic properties of catalysts.
In our previous study,15 we reported on the catalytic activity and stability of a Ru–RuO2/C catalyst with oxygen vacancies for sodium borohydride hydrolysis. Although the catalyst showed promising activity, the source of the high catalytic activity and intrinsic activity capacity of Ru–RuO2/C remained unclear. In the present study a series of Ru–RuO2/C catalysts were prepared by galvanic replacement and characterized to investigate the formation of RuO2 with the oxygen vacancies as well as Ru–RuO2/C reduced, RuO2/C and Ru supported on Ni foam (Ru/Ni foam). Under the conditions that the effect of mass transfer was eliminated, intrinsic activation energies of these catalysts were also calculated to compare real catalytic activity of Ru supported catalysts. This work is of great importance for the controllable preparation and reliable comparison of hydrolysis activity of heterogeneous catalysts.
X-ray diffraction (XRD) of the catalysts was performed on a Rigaku Ultima-IV diffractometer equipped with a Cu Kα radiation. X-ray photoelectron spectroscopy (XPS) tests were measured with the PHI Quantum 2000 Scanning ESCA Microprobe equipment. Temperature-programmed reduction (TPR) was performed using a conventional TPR apparatus. Electron spin resonance (ESR) was carried out using a Bruker EMX-10/12 Spectrometer at 90 K. Scanning electron microscope (SEM) images of original Ni foam and Ru/Ni from were acquired with a Hitachi S-4800 FE-SEM. The elemental analysis of the samples was conducted on inductive couple plasma (ICP). The surface area of catalysts was determined via the N2 adsorption–desorption isotherm method at 77 K using a Micromeritics TriStar II 3020 and the BET (Brunauer–Emmett–Teller) method. The pore size was calculated using the BJH (Barrett–Joyner–Halenda) method. Prior to the analyses, the samples were outgassed at 523 K for 3 h to eliminate volatile adsorbates on the surface.
In a typical procedure for sodium borohydride hydrolysis, 0.01 g Ru–RuO2/C (0.05 g Ru/Ni foam used because of lower reaction activity) was added into a 25 mL flask and then 5 mL alkaline NaBH4 aqueous solution was introduced into this flask. Hydrogen generated during reaction process was collected into a gas collecting bottle (1 L), which has a minimum scale of 25 mL and an error of 5.0%.
![]() | (1) |
![]() | (2) |
![]() | (3) |
Among them, Dk can be calculated from eqn (4)
![]() | (4) |
On the other hand, Majumder et al.23 studied mass transport through carbon nanotube membranes with ∼7 nm pore diameter and found that ionic diffusion through the carbon nanotube (CNT) membranes is close to bulk diffusion expectations and electrostatically influenced by a charged carboxyl functionality at the CNT entrance. In our work, Ru–RuO2/C treated in RuCl3 solution was functionalized by a large number of hydrophilic groups. This implied that reactant ion, BH4−, diffusion in Ru–RuO2/C is similar to that in the literature. Therefore, the Knudsen diffusion coefficient of NaBH4 in the pore of Ru–RuO2/C can be obtained with two methods: (1) the conventional calculation for the gas phase according to eqn (4); (2) the Knudsen diffusion coefficient was regarded as the bulk diffusion23 to simplify calculation. Eqn (3) was changed into eqn (5).
![]() | (5) |
The bulk diffusion coefficient, Db,i, was 3.63 × 10−5 cm2 s−1 estimated from experimental result in alkaline NaBH4 solution.24 Thus, the diffusion coefficient Dp in the pores of catalysts can be calculated according to eqn (3) or (5), respectively.
| Catalyst | BET surface area (m2 g−1) | Pore size (nm) |
|---|---|---|
| Ru–RuO2/C for 0 h (Ni/C) | 1315.02 | 4.25 |
| Ru–RuO2/C for 2 h | 1442.80 | 3.94 |
| Ru–RuO2/C for 10 h | 1476.14 | 3.90 |
| Ru–RuO2/C for 18 h | 1155.69 | 4.28 |
| Ru–RuO2/C reduced | 1182.82 | 3.84 |
| RuO2/C | 1429.32 | 4.11 |
| Ru/Ni foam | 13.79 | 23.09 |
In the XRD patterns of Fig. 7, diffraction peaks at 23.7° and 43.9° are attributed to reflections from carbon (JCPDS: 46-0945). The characteristic peaks at 28.0°, 35.1° and 54.3° correspond to (110), (101) and (211) reflections from rutile RuO2 (JCPDS: 40-1290) while the diffraction peaks at 44.5° and 44.0° are attributed to Ni (111) and Ru (101), respectively. As shown in Fig. 7, diffraction peak of Ni (111) over Ni/C (0 h for Ru–RuO2/C) is observed in comparison with carbon by hydrothermal treatment. XPS spectrum (Fig. S1†) of Ni/C showed that NiO appears in accompany with Ni metal. The negligible diffraction peak in XRD pattern is due to the high dispersion of NiO on Ni/C. The nickel (111) disappears while RuO2 is formed (Fig. 7) after galvanic replacement. With increased galvanic replacement time, diffraction peak of RuO2 over Ru–RuO2/C is also gradually prominent, indicating the RuO2 increases with increased treatment time.
In comparison with Ni/C, the appearance of a Ru 3p signal from the XPS spectra (Fig. 4) was accompanied by the disappearance of the Ni 2p spectrum after galvanic replacement for 2 h. In addition, Fig. 8 showed the H2-TPR results of Ru–RuO2/C at different galvanic replacement time. As shown in Fig. 8, Ru–RuO2/C has no obvious reduction peak for Ni oxide species after galvanic replacement for 2 h. These results indicate that the formation of RuO2 is at the expense of both Ni metal and NiO in the initial stage of galvanic replacement. Since the standard reduction potential of Ni2+/Ni pair (−0.25 V, vs. standard hydrogen electrode, SHE) is lower than that of the RuCl3/Ru pair (0.68 V, vs. SHE), RuCl3 can be reduced to Ru by Ni under certain conditions. The produced Ru might be further oxidized in the solution.25 We also impregnated commercial NiO powder with the RuCl3 solution at 323 K. RuO2 was observed by XRD (data not shown) and by XPS (Fig. S2†). Therefore, we conclude that Ru and RuO2 on the Ru–RuO2/C catalyst come from the reactions of Ni and NiO with RuCl3 in the initial stage of galvanic replacement.
ICP analysis shows that the Ru loadings in Ru–RuO2/C are 4.40, 5.23 and 6.13 wt% after treatment for 2, 10 and 18 h, respectively. H2-TPR (Fig. 8) results demonstrated that the total amount of reduced oxygen species in Ru–RuO2/C also increased gradually for the catalysts treated for 2, 10 and 18 h, respectively. The ratio of TPR peak area for Ru oxide species is almost equal and the total Ru loading is proximate for the samples for 2, 10 and 18 h, implying that both ruthenium oxide species and Ru metal increase simultaneously with increased galvanic replacement time. Since reactions between Ni species and RuCl3 proceed within 2 h and the Ru and RuO2 loading further increase with increased galvanic replacement time, the formation of Ru and RuO2 results from the disproportionation of RuCl3 adsorbed on catalysts under the conditions of the presence of air.26,27
Fig. 9 showed low-temperature ESR spectra of different catalysts. The signals with characteristic g-factor values of 2.002 and 1.997 are identified as oxygen vacancies on RuO2 (ref. 28) at magnetic fields of about 3360 G. There were no the other pronounced resonant features in the spectra. As shown in Fig. 9, the catalytic materials treated for 10 and 18 h, especially after 18 h, had obvious signals for oxygen vacancies.
In agreement with the content of oxygen vacancies, hydrogen generation rates of the catalysts increased with increased galvanic replacement time, i.e. in the order of Ni/C precursor < Ru–RuO2/C treated for 2 h < that treated for 10 h < that treated for 18 h (Fig. 1). The consumption of Ni species accompanied with the formation of oxygen vacancies on RuO2 occurred within 2 h. However, the highest catalytic activity occurs on Ru–RuO2/C treated for 18 h. This is mainly because of continued disproportionation of RuCl3 yielding an increased number of Ru and RuO2 species with oxygen vacancies epitaxially grown on the catalyst. RuO2 with oxygen vacancies can facilitate water decomposition, a rate-determining step for NaBH4 hydrolysis, while Ru metal acts as an active phase to dissociate NaBH4. Thus, under the conditions that Ru metal and RuO2 cocatalyze NaBH4 hydrolysis, Ru–RuO2/C shows the highest catalytic activity of sodium borohydride hydrolysis.
ESR spectrum presented no oxygen defects on Ru/Ni foam. In other words, Ru and Ni metal composite, rather than Ru and RuO2 with oxygen vacancies, was obtained by Ni foam as a rich reductive support impregnated by Ru precursor solution. In comparison with Ru–RuO2/C, Ru/Ni foam without oxygen defects has relative low catalytic activity for NaBH4 hydrolysis to hydrogen. This is also further discussed in 3.3 section.
Influence of internal diffusion on hydrolysis reaction was further estimated over Ru–RuO2/C. Calculation value of the Wheeler–Weisz group, based on the conventional gas phase or the assumption that the Knudsen diffusion coefficient is equal to the bulk diffusion, is 0.0048 or 0.0024, respectively. It is generally accepted that the effect of the internal mass transfer on the reaction rate can be neglected when the value of ηφ2 is less than 0.1. In this work, the difference of the Wheeler–Weisz group on the basis of two methods derives from the Knudsen diffusion coefficient. At present, the accurate calculation for Knudsen diffusion coefficient of fluid component is still under way. However, since the possible calculation values of ηφ2 were far away from 0.1, the influence of internal mass transfer on the hydrolysis reaction should be negligible over Ru–RuO2/C. The porous structure of Ru–RuO2/C reduced and RuO2/C is similar to that of Ru–RuO2/C (Table 1), so the effect of diffusion on activity over Ru–RuO2/C reduced and RuO2/C was also not prominent. With respect to Ru/nickel foam, the pore size is very large even though after it was modified by Ru (Table 1). In this case, the effect of internal diffusion is negligible.
Under the conditions that the reaction process is free from the external and internal mass transfer limitations, turnover frequency (TOF) was estimated by dividing the mole amount of hydrogen produced per second by the mole amount of metal on catalysts used. Arrhenius plots for TOF as a function of temperature was given in Fig. 10. The corresponding activation energy of catalysts was also presented in Fig. 10. As displayed in Fig. 10, Ru–RuO2/C has the relative lower activation energy than Ru/Ni foam. When the apparent activation energy is not affected by mass transfer, the lower activation energy implies the relative higher catalytic activity of Ru–RuO2/C than Ru/Ni foam. In contrast, most of activation energies from literatures are apparent results (Table 2) and they might be influenced by mass transfer. In this case, Ru–RuO2/C showed a moderate activity. However, considering the pore diffusion limitation, true apparent reaction activation energies (Et) are modified by a diffusion activation energy (Ed) term such that the observed apparent activation energy is given by Eob = (Et + Ed)/2.30 Thus, more sever diffusion limitations might lead to the low apparent activation energies from those literatures or difficulty in comparison of catalytic results. Although some catalysts in the literatures reported were used in the form of nanoparticles for hydrolysis reaction, the effect of particle aggregation in the solution on internal mass transfer is still unclear. To reliably determine catalytic capacity of active site over heterogeneous catalysts, the intrinsic activation energies for hydride hydrolysis to hydrogen should be presented on the basis of elimination of mass transfer limitation. This was done for the first time in the present work.
| Catalyst | Temperature (K) | Ea (kJ mol−1) | Ref. |
|---|---|---|---|
| Ni45Au45Co10 | 303–318 | 18.8 | 31 |
| Ru/Ti3C2X2 | 298–313 | 22.1 | 32 |
| Au20Ni80 BNP | 303–318 | 30.3 | 33 |
| Co–Mo–B | 293–323 | 43.7 | 14 |
| Ni–B | 303–333 | ∼45–47 | 34 |
| Ru/HMS | 283–303 | 46.7 | 35 |
| Co–P | 303–323 | 47.0 | 36 |
| NiB/capsule | 303–333 | 49.3 | 37 |
| Co–La–Zr–B | 293–323 | 51.2 | 38 |
| Ni–Co–P/γ-Al2O3 | 298–328 | 52.1 | 39 |
| Ni–Ru/50WX8 | 288–348 | 52.7 | 40 |
| Co–B/IR-120 | 273–353 | 66.3–81.7 | 41 |
| Ru–RuO2/C | 303–323 | 48.4 | This work |
| ηφ2 | Wheeler–Weisz group, dimensionless |
| robs | Apparent reaction rate, mol L−1 s−1 |
| R | Thickness of wash-coat or diameter of the pellet and cylindrical catalysts, m |
| n | Reaction order |
| Deff,i | Effective diffusion coefficient in the pores of the catalyst, m2 s−1 |
| Cs | BH4− concentration at the surface of catalyst, mol m−3 |
| Dp | The diffusion coefficient in the pores, m2 s−1 |
| Dk | The Knudsen diffusion coefficient, m2 s−1 |
| dp | Pore diameter of catalyst, m |
| T | Temperature, K |
| M | Molecular weight of BH4− species |
| Db,i | The bulk diffusion coefficient of specie i, m2 s−1 |
| ε | Void fraction (porosity) of catalyst bed, dimensionless |
| τ | Tortuosity factor, dimensionless |
Footnote |
| † Electronic supplementary information (ESI) available. See DOI: 10.1039/c6ra00747c |
| This journal is © The Royal Society of Chemistry 2016 |