Gauravjyoti D.
Kalita
a,
Podma P.
Sarmah
a,
Golap
Kalita
b and
Pankaj
Das
*a
aDepartment of Chemistry, Dibrugarh University, Dibrugarh, Assam 786004, India. E-mail: pankajdas@dibru.ac.in
bDepartment of Physical Science and Engineering, Nagoya Institute of Technology (NiTech), Nagoya, Aichi, Japan-466-8555
First published on 9th August 2021
A facile ligand-assisted approach of synthesizing bimetallic Au–Pd nanoparticles supported on silica with a tunable core@shell structure is presented. Maneuvering the addition sequence of metal salts, both Aucore–Pdshell (Au@Pd–SiO2) and Pdcore–Aushell (Pd@Au–SiO2) nanoparticles were synthesized. The structures and compositions of the core–shell materials were confirmed by probe-corrected HRTEM, TEM-EDX mapping, EDS line scanning, XPS, PXRD, BET, FE-SEM-EDX and ICP analysis. The synergistic potentials of the core–shell materials were evaluated for two important reactions viz. hydrogenation of nitroarenes to anilines and hydration of nitriles to amides. In fact, in both the reactions, the Au–Pd materials exhibited superior performance over monometallic Au or Pd counterparts. Notably, among the two bimetallic materials, the one with Pdcore–Aushell structure displayed superior activity over the Aucore–Pdshell structure which could be attributed to the higher stability and uniform Au–Pd bimetallic interfaces in the former compared to the latter. Apart from enhanced synergism, high chemoselectivity in hydrogenation, wide functional group tolerance, high recyclability, etc. are other advantages of our system. A kinetic study has also been performed for the nitrile hydration reaction which demonstrates first order kinetics. Evaluation of rate constants along with a brief investigation on the Hammett parameters has also been presented.
It is worth noting that the catalytic properties of a core–shell material vary not only with the size and morphology but also with the ordering of core and shell metals. Although, there have been multiple reports on the synthesis of core–shell Au–Pd NPs,16–19 the ability to control the order of core and shell metals is still contemplated as one of the most difficult tasks in materials research. Incidentally, the majority of the core–shell Au–Pd systems reported till date are typically galvanic in nature, where the Au atom being more noble prefers to occupy the core and the Pd atom being less noble forms the shell. On the contrary, anti-galvanic core–shell nanoparticles with Pdcore–Aushell structures are relatively few and limited in scope.20,21 In fact, a number of theoretical studies involving molecular dynamics simulation22,23 and density functional theory (DFT)24 have envisaged that in a core–shell structure, the Pdcore–Aushell arrangement is deemed more stable than the Aucore–Pdshell arrangement. This theoretical outcome is further reinforced by a few experimental studies that demonstrated the synthesis of stable Au–Pd core–shell nanoparticles with Pdcore–Aushell arrangement and their application as catalysts for different organic transformations like hydrogenation,20 selective oxidation of alcohol,21 photocatalytic oxidation,25etc.
Inquisitively, a majority of the Au–Pd core–shell catalysts reported to date are colloidal in nature, while from the catalytic perspective, supported NPs are more demanding as they facilitate catalyst separation, recovery and subsequent recycling. However, unlike colloidal nanoparticles, precise architectural control in a supported system is complicated as such systems predominantly produce Aucore–Pdshell structures via a galvanic replacement pathway,26–28 though from the catalytic perspective, nanoparticles with Pdcore–Aushell structures could be more intriguing. Thus, it is of great interest to rationally design supported Au–Pd core–shell nanoparticles with tunable core and shell atoms and to explore their catalytic potentials. Several experimental methods are currently employed for the synthesis of such core–shell systems viz. the radiolytic method,29 photocatalytic approach,30 vapor deposition method,20 sequential reduction approach,31 surfactant-mediated method,21 dendrimer-assisted method,31 ligand-based stabilization32 method, etc. Among these, the seed-mediated or sequential reduction approach that involved reduction of a shell metal onto a preformed metallic core was found to be the most attractive as it usually provided better control over the tunable core–shell property,33 thereby controlling the activity and selectivity. It has been noted that in the seed-mediated process, the nature of the surface capping ligand often plays the most crucial role in controlling the particle morphology. Thus, a judicious choice of the capping ligand also plays a significant role34 in this respect. Recently, we have reported the synthesis and catalytic activities of monometallic Pd-nanoparticles supported on silica stabilized by a phosphine ligand.35 In this work, we have extended the scope of this system to a bimetallic platform by using a ligand stabilized less noble metal as the core which is coated with a more noble metal counterpart acting as the shell. The order is reversed through coordination of the same ligand with the more noble metal followed by coating with the less noble metal. Thus, by controlling the addition sequence of the metal salts, core–shell Au–Pd nanoparticles with Aucore–Pdshell and Pdcore–Aushell arrangements can be easily accessed. The synergistic potentials of the core–shell materials were explored for two important reactions viz. hydrogenation of nitroarenes to amines and hydration of nitriles to amides.
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Scheme 1 Synthesis of Au–Pd core–shell nanoparticles supported on phosphine-functionalized silica gel. |
The representative TEM micrographs of the bimetallic materials Au@Pd–SiO2 (Fig. 1a) and Pd@Au–SiO2 (Fig. 1b) indicated the formation of spherical nanoparticles. The size distribution histograms enumerate that the majority of the particles exhibited an average diameter of 5.42 nm for Au@Pd–SiO2 (Fig. 1a, inset) and 3.78 nm (Fig. 1b, inset) for Pd@Au–SiO2 respectively. The HRTEM micrographs of Au@Pd–SiO2 and Pd@Au–SiO2 exhibited nearly spherical morphology with slight inhomogeneity in size and differences in contrasts (Fig. 1c and d respectively)37–39 extending throughout the lattices.
The high-magnification TEM images for single particles of Au@Pd–SiO2 (Fig. 1e) and Pd@Au–SiO2 (Fig. 1f) showed the presence of distorted lattices37 indicating the presence of an interface between two different chemical compositions in the materials.
Usually, for a bimetallic system, the nature of crystal structure and d-spacing values tell whether a system adopts a core–shell or alloy structure.40,41 The fast Fourier transform (FFT) patterns presented in Fig. 1g and h reveal a face-centred cubic (FCC) arrangement for Au@Pd–SiO2 and Pd@Au–SiO2 materials indicating core–shell structures for both the materials.40 In Au@Pd–SiO2, the spots identified with white circles exhibit d-spacing values of 0.2029 ± 0.1 and 0.2034 ± 0.1 that can be attributed to the (200) lattice plane of Au (JCPDF 04-0784).42 Similarly, from the spots marked with red circles, d-spacings of 0.2271 ± 0.1, 0.1981 ± 0.1 and 0.1445 ± 0.1 were observed, which correspond to the (111), (200) and (211) planes for Pd (JCPDF 05-0681).16 Conversely, in the case of Pd@Au–SiO2, the spots recognized by white circles exhibited d-spacing values of 0.2358 ± 0.1, 0.2034 ± 0.1 and 0.1439 ± 0.1 that were consistent with (111), (200) and (220) lattice planes of Au (JCPDF 04-0784).42 In fact, the presence of peaks corresponding to the (111), (200) and (220) planes of Au and Pd was also observed from PXRD analysis of the Au–Pd materials (Fig. 2g). However, the peaks due to (200) and (220) planes observed at 2θ = 47.11°, 65.65° and 46.87°, 65.26° for Pd@Au–SiO2 and Au@Pd–SiO2 respectively were less intense compared to the (111) planes observed at 2θ = 39.05° and 38.11°. It may be noted that the peaks assigned to (111), (200) and (220) planes for Au and Pd crystallize in the fcc structure. Consequently, their respective peaks corresponding to these diffraction planes overlap.43 Apart from the crystal structure and d-spacing, lattice-mismatch is also an important parameter to identify the heteroepitaxial growth in a core–shell material. A large lattice-mismatch observed in a HRTEM usually leads to a non-coherent interface or a polycrystalline shell layer.44 In this respect, the FFT pattern corresponding to a HRTEM micrograph provides a better idea as multiple secondary reflections in the pattern usually act as clear evidence of potential lattice mismatches in the crystal structure.
In fact, the high-magnification HRTEM micrograph of Au@Pd–SiO2 (Fig. 1e) corroborated this and exhibited large lattice mismatches between the (111), (200) and (220) planes of Au and Pd indicative of a polycrystalline morphology. This is confirmed from the FFT pattern which depicts multiple secondary reflections for both Au and Pd. On the other hand, the high magnification HRTEM images of Pd@Au–SiO2 displayed a well-segregated core–shell interface with a mononuclear Pd core within an Au shell. As evidenced by the FFT pattern, a uniform heteroepitaxial growth with minimal lattice mismatch was observed between the (111), (200) and (220) planes corresponding to Au and Pd.
This is well confirmed by the pristine (no secondary reflections) FFT pattern (Fig. 1f and h) indicative of the typical monocrystalline nature of Pd@Au–SiO2 (Fig. 1g).44 Other than a minor epitaxial reflection of the (111) crystal plane upon the (101) plane (Fig. 2e) the crystal planes were free of any stack (Fig. 2d and f), fault or twinning at the bimetallic interfaces (Fig. 2). TEM-EDX mapping images of Au@Pd–SiO2 (Fig. 3a and b) and Pd@Au–SiO2 (Fig. 3d and e) showed that Pd and Au atoms are homogeneously distributed in both the materials. As seen from the TEM-EDX mapping image in Fig. 3b for the material Au@Pd–SiO2, the intensity of green dots representing Au atoms was higher at the centre while the intensity of white dots representing Pd atoms is more at the surface.
A magnified cross-sectional view of an individual particle in the inset (Fig. 3b) presented a clear idea of the differences in intensities of the metal atoms and highlights large patches of Au atoms at the core accompanied by small patches of Pd atoms at the shell. The fact was further corroborated by a TEM-EDX line scanning profile diagram obtained along the edges (Fig. 4a) as well as across the core (Fig. S7a†) which shows a galvanic type structure with an Au rich centre and a Pd rich boundary (Fig. 4a). On the other hand, for the material Pd@Au–SiO2, the TEM-EDX mapping images (Fig. 3e) showed that the white dots representing Pd atoms are more intense at the centre than the green dots for Au atoms. The magnified cross-sectional image of a single particle (inset, 3e) demonstrated a dense and pristine spherical core composed of Pd atoms surrounded by a thin layer of Au atoms. As anticipated, the TEM-EDX line profile diagrams (Fig. 4b and S7b†) also confirmed a Pd rich centre engulfed by an Au rich boundary, a typical anti-galvanic type structure. Similar to TEM-EDX mapping, FESEM-EDX images (Fig. S6†) of both Pd@Au–SiO2 and Au@Pd–SiO2 showed the presence of Au and Pd atoms on the silica support. Thus, by controlling the addition sequence of metal salts both galvanic (Aucore–Pdshell) and anti-galvanic type (Pdcore–Aushell) Au–Pd NPs could be accessed.
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Fig. 4 TEM micrograph and EDS line scanning profile of a single particle (highlighted on inset) of (a) Au@Pd–SiO2 and (b) Pd@Au–SiO2. |
N2 adsorption–desorption isotherms were measured for the materials at 77 K and the physical parameters were compared with those for the parent support. The N2-sorption measurements for the materials with respect to the neat support showed an isotherm with the type IV hysteresis loop characteristic of mesoporous materials. A prominent decrease in the surface area compared to the neat support was observed for Au@Pd–SiO2 (Fig. 5a) whereas only a marginal decrease was recorded for the SiO2@Au, SiO2@Pd and Pd@Au–SiO2 materials (Fig. 5a).
Nevertheless, the materials exhibited a gradual decrease in surface area as well as pore volume on moving from the neat support through monometallic to bimetallic nanoparticles (Table 1). This steady decrease can be attributed to the generation of mono/bimetallic nanoparticles within the pores of the silica matrices.
Sample | S BET [m2 g−1] | Pore volumeb [cm3 g−1] | Metal contentc [% wt/wt] |
---|---|---|---|
a BET surface area was measured from the N2-sorption isotherm at 77 K. b Total pore volume was measured at P/P0 = 0.98. c Metal content of the materials as measured from ICP-AES analysis. | |||
2-Diphenylphosphinoethyl functionalized silica gel | 500.9 | 0.476 | — |
SiO2@Au | 411.3 | 0.882 | 0.96 |
SiO2@Pd | 423.3 | 0.663 | 0.84 |
Au@Pd–SiO2 | 380.0 | 0.633 | 0.78(Pd), 0.91(Au) |
Pd@Au–SiO2 | 408.6 | 0.445 | 0.82(Pd), 0.89(Au) |
The Au@Pd–SiO2 and Pd@Au–SiO2 nanoparticles were further subjected to XPS analysis (Fig. 5b and c) to confirm the metallic nature of Au and Pd. The XPS peak values are also compared to those of the monometallic counterparts i.e., SiO2@Au [Fig. 5b(i)] and SiO2@Pd [Fig. 5c(i)]. For Au@Pd–SiO2, the XPS peaks for Pd are observed at 334.4 and 340.3 eV [Fig. 5c(ii)] corresponding to Pd 3d3/2 and Pd 3d5/2 electronic states coherent with the value for Pd(0) species.35 For Au, peaks were observed at 83.3 and 87.8 eV [Fig. 5b(iii)] corresponding to Au 4f5/2 and 4f7/2 respectively coherent with the value for Au(0) species.45 Similarly, for Pd@Au–SiO2, XPS peaks were observed at 334 and 340.8 eV for Pd 3d3/2 and Pd 3d5/2 [Fig. 5c(iii)], and at 83.4 and 88.1 eV for Au 4f5/2 and Au 4f7/2 [Fig. 5b(ii)] respectively. Notably compared to monometallic Au NPs, in Au@Pd–SiO2, where Au was present as the core and Pd as the shell, peaks due to Au 4f5/2 and 4f7/2 were marginally shifted to higher energies (ca. +0.2 eV), while in Pd@Au–SiO2, where Au was present as the shell, relatively higher shifts were noticed (+0.3 and +0.5 eV for 4f5/2 and 4f7/2 respectively), consistent with a change in the electronic environment presumably due to easy charge transfer between the well-organized Au–Pd interfaces induced by the phosphine donors in the ligand. A similar type of effect resulting in increment of binding energies due to the presence of phosphine donor ligands has been reported in the literature.35,46 Similar trends were also noticed for Pd, where shifts of +0.3 and −0.3 eV were evident for 3d3/2 and 3d5/2 electronic states respectively. It may be worth noting that XPS analysis can also be used to determine the thickness of shells in core–shell materials up to a depth of 10 nm.47 Accordingly, we have calculated the shell thickness of Au@Pd–SiO2 and Pd@Au–SiO2 and values of 2.54 and 1.46 nm were obtained respectively. However, compared to the shell thickness determined by TEM analysis (Fig. 1a and b) the values for the respective materials were 4.6 and 2.8% lower. The relatively high mismatch obtained in the case of Au@Pd–SiO2 compared to Pd@Au–SiO2 may be attributed to the inhomogeneous shell thickness and dissymmetric core–shell interfaces. Such an inhomogeneous shell with a core displaced from the particle center can often lead to an underestimation of the shell thickness.
The amount of Au and Pd present on the synthesized materials was estimated by ICP-AES analysis and was found to be 0.91 and 0.78 for Au@Pd–SiO2 and 0.89 and 0.82 wt% for Pd@Au–SiO2 respectively (Table 1).
In one of our previous reports, we have laid special emphasis on the role of ligands with different donors viz. N-, P- and S-atoms for the synthesis of Pd nanomaterials with different sizes, shapes and dimensions. Among the various ligands, the phosphine donor ligand demonstrated Pd NPs with exceptional stability, purity and dispersity. The Pd NPs exhibited sizes averaged at 6 nm and a d-spacing value of 0.223 nm with reticular planes extending throughout the structure without any stacking or fault. Additionally, XPS studies revealed that the interaction of P-donor atoms on the ligand-functionalized silica matrices induces a small positive charge on the Pd metal surface. A cumulative influence of these factors can help utilize these Pd NPs as suitable cores for the deposition of a second metal. In this respect, a thick layer of Au was homogeneously deposited onto the preformed Pd cores leading to Pdcore–Aushell nanoparticles.
Literature evidence suggests that bimetallic systems involving the use of a second metal with Pd or Au often improve their catalytic efficacies for various organic transformations.55,56 However, such improvements are usually at the crucial cost of selectivity. Today, a number of catalytic systems, including metal nanoparticles of Pd or Au (e.g. PdNP@CeO2,57 AuNP@TiO2,58etc.) are known to promote this hydrogenation. However, such systems usually suffer from unsatisfactory chemoselectivity, particularly in cases of functionalized nitro substrates that contain groups like carbonyls, halogens, etc. owing to the side reactions of over-hydrogenation/dehalogenation.53,59 Thus, the search for more promising heterogeneous catalysts that can produce targeted amines through safer hydrogen sources without compromising with the chemoselectivity is highly desirable. Hence, we have tested the hydrogenation prowess of our bimetallic Au–Pd materials, taking 4-chloronitrobenzene (4-CNB) as the model substrate (2 mmol) and ethanol (5 ml) as the solvent with hydrazine hydrate (1 equivalent) at 60 °C for 1 h (Scheme 2).
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Scheme 2 Hydrogenation of 4-chloronitrobenzene (4-CNB) to 4-chloroaniline (4-CAN) with different catalysts under liquid phase conditions. |
To illustrate the synergistic effects, we have also tested the catalytic efficacies of the corresponding silica-supported monometallic Au and Pd NPs. As shown in Fig. 6, the monometallic Pd catalyst, Pd@SiO2, gave only 22% of 4-chloroaniline (4-CAN) with a selectivity of 100%, while the monometallic Au catalyst, Au@SiO2, showed slightly higher activity (conversion: 44%) with a moderate drop in selectivity (80%). Interestingly, use of bimetallic catalysts (Pd@Au–SiO2 or Au@Pd–SiO2) significantly improved the activity, demonstrating the synergistic influence between the two metals. Under the same set of experimental conditions, the Pd@Au–SiO2 catalyst having Pdcore–Aushell structure displayed superior activity and selectivity over the Au@Pd–SiO2 catalyst having the Aucore–Pdshell structure. This higher activity of the Pd@Au–SiO2 catalyst could be attributed to the uniform and well-defined Au–Pd bimetallic interfaces compared to the non-uniform interfaces in Au@Pd–SiO2.34 Homogeneous interfaces may lead to pronounced ligand, ensemble and strain effects60 that govern the mechanism of synergism in a bimetallic material. Higher synergy will promote greater activity while lower synergy produces a diminishing effect on activity.
Considering the superior catalytic performance of Pd@Au–SiO2 over others, we have applied it for further optimization studies. Indeed, a temperature optimization study with Pd@Au–SiO2 (Fig. 7a) revealed that both the activity and selectivity are temperature dependent. It has been seen that an increase in temperature resulted in an increase in conversion, although a little drop in selectivity was noticed. The optimum temperature was found to be 80 °C when 76% conversion was achieved with a 4-CAN selectivity of 96%.
Interestingly, by doubling the hydrazine hydrate concentration (from 1 mmol to 2 mmol) the conversion could be increased to 88% while maintaining a selectivity of 96%. Indeed, apart from temperature and hydrazine–hydrate concentration, the choice of solvent also had some vital impact on our catalytic system (Fig. 7b). Among the solvents screened, ethanol was found to be the most effective, while THF was the least effective. To determine the best catalytic conditions, additional screenings such as catalyst:
substrate ratio, effect of hydrogen source, etc. were performed with our model system (Table S1†). Important conclusions can be drawn from these studies. Firstly, on increasing the catalyst
:
substrate ratio, a decrease in both conversion (72%) and selectivity (90%) was observed (Table S1,† entry 8). Secondly, an increase in the reaction time led to almost stoichiometric conversion (98%) while at the same time brought down the selectivity (84%) owing to extended exposure to longer time intervals and subsequent circumcision of the C–Cl bond from the preformed 4-CAN (Table S1,† entry 7). Finally, the reaction was also screened in the presence of different hydrogen sources under similar experimental conditions to explore the rates of reduction exhibited by these agents (Table S1,† entries 1–4, 6, 9–12).
After systemic optimization of a number of reaction variables, it was observed that a reaction time of 1 h coupled with a temperature of 80 °C, 0.28 mol% of Pd@Au–SiO2 [Au (0.13 mol%), Pd (0.15 mol%)], 2 mmol of model substrate (4-CNB) and 2 equivalents of hydrazine hydrate in ethanol (5 ml) demonstrated best results and were chosen for substrate scope evaluation.
To explore the scope and limitations of the present methodology, different nitroarenes were examined under the optimized reaction conditions and the results are presented in Table 2. Nitroarenes containing electron-donating, electron-neutral as well as electron-withdrawing substituents mostly at the para-position could provide desired anilines in excellent yields and selectivity. Indeed, this high conversion and selectivity were also maintained with halogen-substituted nitroarenes without any noticeable dehydrohalogenated products (2a–e). Thus, our result is quite satisfactory as we could achieve the desired amines with selectivity >95% without compromising with the activity.
In fact, most of the reported catalytic systems showed either relatively low conversion,61 or selectivity <90%.62,63 Remarkably, the subtle nature of the catalyst was unveiled with a slightly challenging substrate like 2,5-dichloronitrobenzene, as both the –Cl groups were retained in the product forming 2,5-dichloroaminobenzene as the sole product (2d). Interestingly, substituted dinitrobenzene compounds like 1-chloro-2,5-dinitrobenzene underwent hydrogenation to furnish a monoaminated product instead of the diamine. The reaction was regioselective for 3-chloro-4-nitroaniline (2e) instead of 2-chloro-4-nitroaniline (2f) which might be attributable to the intramolecular hydrogen bonding observed in the case of the 2-chloro derivative. Functionalized nitroarenes containing reducible moieties are considered to be difficult substrates to hydrogenate chemoselectively.64,65 However, we are gratified to see that our bimetallic Au–Pd catalyst can effectively perform hydrogenation of compounds like 4-nitrobenzaldehyde and 4-nitroacetophenone and produce 4-aminobenzaldehyde (commonly known as PABA, used as a biodegradable pesticide and as a UV-filter in sunscreens)66 (2j), and 4-aminoacetophenone (2k) almost quantitatively with selectivity >98%, without affecting the easily reducible carbonyl groups. Similarly, 4-nitrobenzoic acid was converted to 4-aminobenzoic acid (2l) with moderate conversion and excellent selectivity.
In order to ascertain the superiority of our catalyst, a comparative study was performed with reported Au- or Pd NP based catalysts immobilized onto different supports (Table 3). Clearly, Pd-based catalysts are of prominent interest in this regime. Most of these catalysts, just like in our case do not involve the use of bases for activation. A number of these catalysts involve high temperatures (e.g., Pd/AlPO4/SiO2, Au@Pt/TiO2, Au–Pd/Mo2C), prolonged reaction times (e.g., Co@Pd/NC, Pd/ZrP), high metal loadings (e.g., Au–Pd/Mo2C), drastic conditions (e.g., Au–Sn/SiO2) and deleterious solvents (e.g., Au–Sn/SiO2, Au–Ni/TiO2). Although, the activity and selectivity of catalysts such as G-NiPd, PdNi/mCN and PdCu@MWCNT seem promising, lengthy and multistep synthetic procedures hinder their industrial applicability. Use of moisture sensitive precursors further adds to the complicacy in their handling procedures. Hence, it is apparent from Table 3 that Pd@Au–SiO2 is much more superior to the reported catalysts.
Catalyst | Conditions | Efficiency | Selectivity | Ref. |
---|---|---|---|---|
a EDG = electron donating group, EWG = electron withdrawing group, Ref. = references. | ||||
Pd/AlPO4/SiO2 | Et3N, 90–95 °C, neat, 2–5 h | Low yields for arenes bearing EDG | Good selectivity on: ketone, ester | 67 |
Poor selectivity on: halide | ||||
Pd–Au/TiO2 | No base, N2H4·H2O, R.T., neat, 10–60 min | Low yields for arenes bearing 3-iodo, amino and biaryl groups | — | 55 |
Pd@Au–SiO2 | No base, N2H4·H2O, 80 °C, ethanol, 1 h | Good yields for arenes bearing EWG and EDG (56–98%) | Good selectivity on halide, nitrile, aldehyde, ketone, acid | This work |
Pd/ZrP | No base, 40–60 °C, ethanol, 2–24 h | Good yields for EDG (99–99%) | Good selectivity on: ester, nitrile, chlorine and double bond | 68 |
PdNi/mCN | No base, R.T., ethanol![]() ![]() ![]() ![]() |
Good yields (84–100%) | Good selectivity on: halide (Cl, Br, I) | 69 |
PdCu@MWCNT | No base, NaBH4, R.T., methanol![]() ![]() ![]() ![]() |
Good yields for arenes bearing EDG (12–99%) | Good selectivity on: heteroaryl, nitrile, chlorine, bromine and alkyl group | 70 |
Co@Pd/NC | No base, H2 (1 bar), R.T., EtOAc, 1–22 h, (1.5% Au, 0.01% Pt) | Good yields for arenes bearing EDG (93–99%) | Good selectivity on: ester, nitrile, chlorine and double bond | 71 |
Long intervals on: bromine | ||||
Au@Pt/TiO2 | No base, H2 (8 bar), 90–95 °C, toluene, 1–22 h, (1.5% Au, 0.01% Pt) | Good yields for 3-nitrostyrene (94%) | Not tested for other substrates | 72 |
G-NiPd | No base, NH3BH3, R.T., methanol![]() ![]() ![]() ![]() |
Good yields for arenes bearing EDG (>99%) | Good selectivity on: heteroaryl, fluorene, bromine and aliphatic groups | 73 |
Long intervals on: 3-amino group | ||||
Au–Sn/SiO2 | No base, H2 (13 bar), 80–100 °C, toluene, 1.5 h, (0.55% Au, 1% Sn) | Good yields for arenes bearing nitrobenzene (29.1–99%) and 3-nitrostyrene (24.2–99%) | Good selectivity on: amide, amino, aldehyde, nitrile and chlorine bond | 74 |
Au–Pd/Mo2C | No base, H2 (1 bar), 220 °C, gas-phase, 1 h, (0.84% Au, 11.7% Pd) | Good yields for nitro, chloro and nitrile (100%) | Good selectivity on: halide and nitrile | 75 |
For complete evaluation of reusability, systematic recycling experiments for all the catalysts under the optimized set of conditions were performed which demonstrated very little change in activity or selectivity (Fig. 8a and b). The powder X-ray diffraction pattern of the material obtained after the 5th run showed all three prominent reflections corresponding to the (111), (200) and (211) planes of fcc Au and Pd (Fig. 8d). In fact, TEM (Fig. 8e) and TEM-EDX studies (Fig. 8f) of the recovered catalyst (Pd@Au–SiO2) after the 5th run showed that there is virtually no change in the surface morphology suggesting that the catalyst could be reused for more runs. To check the heterogeneity of our catalyst, the hot filtration test was performed using 4-CNB as a substrate. The reaction was performed with Pd@Au–SiO2 as the catalyst under a hydrazine–hydrate concentration of 2 equivalents and a temperature of 80 °C in ethanol. The reaction time was shortened from 1 h to a period of 15 minutes. After completion of the reaction, the catalyst was carefully separated from the reaction mixture and the filtrate was subsequently analyzed using a GC-MS which showed a conversion of 49% with a selectivity of 100%. Interestingly, when the filtrate was stirred for one more hour under similar conditions, no increase in conversion was observed (Fig. 8c) suggesting that there was no leaching of Au or Pd into the solution. In fact, the ICP-AES analysis for the catalyst after the fifth cycle exhibited almost negligible loss of Au (0.011 wt%) and Pd (0.019 wt%) into the solution thus demonstrating the heterogeneous nature of the core–shell material.
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Scheme 3 Hydration of benzonitrile to benzamide with different catalysts under liquid phase conditions. |
It needs to be mentioned that because of the poor solubility of nitriles in water, mixed aqueous solvents are often preferred in the nitrile hydration reaction. To find the best solvent system for our reaction, a range of mixed aqueous media were screened (Table S2†). Almost comparable results were obtained with MeOH–H2O and EtOH–H2O at 50 °C (entries 2 and 5). However, anticipating better solubility of nitriles in iPrOH over MeOH, we have chosen the iPrOH–H2O mixture for further optimization studies (entry 7).
As seen from Table S2,† (entries 7–10), the catalytic activity is also dependent on the ratio of iPrOH and H2O. The best condition was obtained when iPrOH and H2O were used in a 1:
1 ratio. On decreasing the iPrOH–H2O ratio the reactivity declined, presumably due to a decrease in the solubility of substrates with decreasing iPrOH count in the reaction mixture. An increase in the reaction time resulted in a pragmatic increase in conversion (Table S3,† entries 3–5). Furthermore, on increasing the catalyst
:
substrate ratio, a subsequent increase in conversion was observed (Table S3,† entry 6). In addition to routine screening, a temperature optimization study was performed to explore the effects of temperature on conversion and selectivity (Table S3†). It was observed that a marginal increase in temperature to 60 °C leads to almost quantitative conversion (95%) without any variation in selectivity (Table S3,† entry 5). Any further increase in the temperature had no adverse effect on either activity or selectivity (Table S3,† entries 7 and 8). In fact, no trace of acid by-product was recorded in any of the performed optimization experiments.
With the optimized reaction conditions (iPrOH:
H2O (1
:
1), 60 °C, 1 h, 0.5 mmol of substrate and 0.2 mol% of Pd@Au–SiO2 [Au (0.09 mol%), Pd (0.11 mol%)]), we further examined the scope of our catalyst for the hydration of a range of nitriles to amides and the results are presented in Table 4. It was evident that most of the ortho-substrates demonstrated low conversions compared to the meta- and para-analogues. A similar trend was observed in a representative study by Cadierno et al. irrespective of the nature of the aromatic ring (aryl, pyridyl, piperidyl, thienyl, etc.).79 Electron-negative functionalities (4d–f and 4j) exhibited good-to-excellent conversions (80–99%) with excellent selectivity (99%). Conversely, nitriles containing electron donating groups like –CH3 (4g) and –OCH3 (4i) exhibited moderate conversions with excellent selectivity >99%. Likewise, the catalyst was also screened for nitrogen-containing heteroaromatic substrates (4a–c). Depending on the relative position of the –CN group and the heteroatom, noticeable differences in the activities were observed. Almost quantitative conversions were achieved for 2-cyanopyridine and 4-cyanopyridine furnishing picolinamide (4b) and isonicotinamide (4c), respectively, after about 30 min. However, a much longer reaction time (1 h) was required to obtain nicotinamide (4a) from 3-cyanopyridine in high yield. Plausible reasons for this difference in reactivity incline towards resonance effects since in (4a) the nitrile carbon has a reduced electrophilicity (negative charges are always located on the carbon atoms of the pyridine ring vs. N atoms in the case of 4b and 4c), and therefore the nucleophilic addition of water at this position is less favoured.79 Nicotinamide (4a), a form of vitamin B3, is used as a common dietary supplement80 while picolinamide (4c), used as a template for the synthesis of molecular imprinting polymers,81 is particularly important for pharmaceutical and industrial applications. Smooth conversion as well as selectivity were recorded in the case of haloaromatic substrates (–F, –Cl and –Br) (4d–f). Credibly, our catalyst could also tolerate benzylic nitrile derivatives (4l–m) yielding the desired product with moderate-to-good conversion and excellent selectivity.
The order of reactivity for hydration of benzonitrile was 4-NO2 (kX/kH = 2.71) > 4-F (1.29) > 4-H (1.00) > 4-CH3 (0.82) > 4-OCH3 (0.82). The relative rates [log(kX/kH)] were plotted against the substituent constant σ (Fig. 10c). There was a fairly good linearity between log(kX/kH) and σ (r2 = 0.99), and the σ slope of the linear line in Fig. 10c gives a Hammett, ρ (rho) value of +0.79. The typical positive ρ value indicated that the reaction is largely favoured by the presence of electron withdrawing groups at the para-position.
Reusability tests were also performed for the other three catalysts under the optimized reaction conditions which exhibited minimal change in activity or selectivity. The extent of Au/Pd leaching into the solution has been estimated using ICP-AES analysis of the filtrate after the 5th run. The analysis demonstrated a negligible loss of 0.012 wt% in Pd and 0.02 wt% in Au content.
To check the heterogeneity of the catalyst, hot filtration test was performed and benzonitrile was used as the model substrate. The reaction was stopped after 15 minutes and the conversion was recorded to be 24% (analyzed by GC-MS). The reaction mixture was separated by filtration under hot conditions and the filtrate was allowed to stir continuously for another hour. The conversion was found to be almost constant which confirmed the heterogeneous nature of the catalyst. The morphology of the catalyst after the fifth run was examined using HRTEM analysis (Fig. 11c) which exhibited a fine size distribution (inset) just like the fresh material. The HRTEM micrograph showed that the surface morphology of the catalyst remained almost intact without any particle agglomeration. This result is in agreement with the notion that the material is catalytically stable to be used for yet more catalytic runs.
To apprehend the advantages of our catalyst, a comparative study was carried out with literature reported Au- or Pd NP based catalysts immobilized onto different supports (Table 5). Although, the activity and selectivity of some of those catalysts are very similar, in most cases the metal content was radically high ranging from 2–10 mol%. Moreover, most of the reported systems are monometallic in nature and either required long intervals [e.g., Pd(OAc)2]83 or high temperatures (e.g., Pd-PVP, Pd/C-500ox),84,88 thus confronting with the sustainability issue. Hence, it is apparent from Table 5 that our bimetallic Pd@Au–SiO2 catalyst is much more superior to the reported catalysts.
Catalyst | Conditionsa | Metal content (mol%) | Conversion (%) | Selectivity (%) | References |
---|---|---|---|---|---|
a Reaction conditions: benzonitrile (0.5 mmol), H2O (0.089 mmol), iPrOH–H2O (1![]() ![]() |
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Au@Pd–SiO2 | 50 °C, 1 h | Au (0.09), Pd (0.11) | 90b | 99b | This worka |
Pd@Au–SiO2 | 50 °C, 1 h | Au (0.12), Pd (0.08) | 72b | 99b | This worka |
Pd(NO3)2 | 50 °C, 10 min | 2–10 | 94 | — | 82 |
Pd(OAc)2 | 70 °C, 24 h | 5 | 88 | — | 83 |
Pd(OAc)2/Sc(OTf)3 | 30 °C, 12 h | Sc (3), Pd (1.5) | 80 | — | 84 |
Pd3P0.95 QDs | 90 °C, 4 h | 1 | 86 | — | 85 |
Pd-PVP | 180 °C, 12 h, CuSO4 | 5 | 99 | 99 | 86 |
Au–TiO2-VS | 60 °C, 5 h | 2 | >99 | 99 | 87 |
Pd/C-500ox | 95–140 °C, 24 h | 2 | 99 | 96 | 88 |
Footnote |
† Electronic supplementary information (ESI) available. See DOI: 10.1039/d1na00489a |
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