Nina S.
Pappas
and
Jarad A.
Mason
*
Department of Chemistry and Chemical Biology, Harvard University, Cambridge, MA 02138, USA. E-mail: mason@chemistry.harvard.edu
First published on 12th April 2023
Control over the size, shape, uniformity, and external surface chemistry of metal–organic framework nanocrystals is important for a wide range of applications. Here, we investigate how monotopic modulators that mimic the coordination mode of native bridging ligands affect the growth of anisotropic Co2(dobdc) (dobdc4− = 2,5-dihydroxy-1,4-benzenedicarboxylic acid) nanorods. Through a combination of transmission electron microscopy (TEM) and nuclear magnetic resonance spectroscopy (NMR) studies, nanorod diameter was found to be strongly correlated to the acidity of the modulator and to the degree of modulator incorporation into the nanorod structure. Notably, highly acidic modulators allowed for the preparation of sub-10 nm nanorods, a previously elusive size regime for the M2(dobdc) family. More broadly, this study provides new insights into the mechanism of modulated growth of metal–organic framework nanoparticles.
Coordination modulation, which involves the addition of molecules—often monotopic carboxylic acids—that compete with bridging organic ligands for metal centers is one of the most widely employed approaches for synthesizing metal–organic framework nanocrystals because it offers the ability to simultaneously control particle size, shape, and surface structure.5 Specifically, monotopic modulators have been proposed to regulate nanoparticle growth in two ways: (1) by capping the surface of growing nanoparticles, and (2) by interfering with bridging ligand deprotonation. Recently, a so-called “seesaw model” was proposed to unify these two regulatory mechanisms.6 In this model, modulators act primarily as capping ligands when added at low, sub-stoichiometric concentrations by inhibiting nanoparticle growth to drive the formation of smaller particles. When the concentration of a modulator is increased beyond a system-dependent threshold, changes to the proton activity in solution begin interfering with the deprotonation of bridging ligands, causing the nanoparticle size to increase. This seesaw trend has been observed for several common metal–organic frameworks, including UiO-66, MIL-125-NH2, ZIF-8 and HKUST 1.7 Furthermore, utilizing modulators that mimic the binding motif of bridging ligands can facilitate size and shape modulation for certain frameworks.8 Though these studies provide important insights into the modulator-directed growth of metal–organic framework nanoparticles, it is often still challenging to design modulators that direct the formation of nanoparticles with specific characteristics. This is particularly true for anisotropic metal–organic frameworks, for which modulated syntheses are less developed.5e,f
Herein, we investigate modulated syntheses of Co2(dobdc) (dobdc4− = 2,5-dihydroxy-1,4-benzenedicarboxylic acid), which is a member of one of the most well-studied series of anisotropic metal–organic frameworks (M-MOF-74, M2(dobdc); M = Mg, Mn, Fe, Co, Ni, Cu, Zn).9 These frameworks feature hexagonal, one-dimensional pore channels lined with a high density of exposed metal centers that lead to strong, selective gas adsorption and interesting reactivity.10 Several syntheses of M2(dobdc) nanoparticles have been reported that, depending on the exact conditions, produce both ill-defined particles without uniform surface facets or nanorods with a range of sizes and aspect ratios (Fig. 1).11,12 In particular, salicylic acid—which is a monotopic analogue of H2dobdc with the same metal-binding motif—can be used to synthesize nanorods as small as 20 nm in diameter.12e In order to better understand the role of modulators in the synthesis of M2(dobdc) nanorods and to target nanorods of even smaller diameter, we examined how functionalized derivatives of salicylic acid impact the growth of Co2(dobdc), hypothesizing that modulators with greater acidity (lower pKa values) would serve as more effective capping ligands by more rapidly trapping growing nanorods and therefore producing smaller nanorods.
Fig. 1 Summary of lengths and diameters that can be accessed for M2(dobdc) nanorods, with black squares, diamonds, circles, and triangles, representing previously reported nanorods for M = Mg,12b,h M = Mn,12f M = Co,5g,12d–g,i and M = Zn,12c respectively. Red circles represent the Co2(dobdc) nanorods reported in this work. |
Notably, the use of 4-trifluoromethylsalicylic acid (pKa = 3.44) as a modulator produced nanorods with an average diameter of just 8.1 ± 1.7 nm, which corresponds to frameworks containing only 5 ± 1 pore channels across. Even in this small size regime, the activated nanorods had an internal BET surface area of 1250 m2 g−1, which is substantially higher than previous reports of Co2(dobdc) nanorods (669–874 m2 g−1)12e and is comparable to literature values of bulk Co2(dobdc) (1080–1438 m2 g−1).13 With the exception of nanorods synthesized with 4-bromosalicylic acid (1000 m2 g−1), all modulators produced nanorods with surface areas in the range of 1200 to 1300 m2 g−1. These internal surface areas match those reported for bulk Co2(dobdc), suggesting that the nanorods have minimal internal defects and that the pores and exposed metal centers are not obstructed by excess modulator or bridging ligand. Indeed, CO2 isotherms at 298 K are also comparable to those of bulk Co2(dobdc),9d with 1 bar CO2 capacities of 5.8, 5.9 and 6.6 mmol g−1 measured for nanorods synthesized with 4-trifluoromethylsalicylic acid, 4-fluorosalicylic acid and 4-methoxysalicylic acid modulators, respectively (Fig. S36†). These gas uptake capacities further highlight the quality of the Co2(dobdc) nanorods synthesized with salicylic acid modulators, which stands in contrast to many metal–organic framework nanoparticle syntheses—particularly those based on the rapid deprotonation of bridging ligands—that often lead to high defect contents and reduced gas uptake at strong adsorption sites.
In order to gain deeper insight into the modulation mechanism, the degree of modulator incorporation into the synthesized nanorods was quantified by 1H NMR of digested samples after extensive washing to remove any weakly bound modulators. As anticipated, the amount of modulator present was directly correlated with modulator acidity, with the most acidic modulators incorporated to a greater extent than modulators with lower acidities. Though monotopic ligands have been found to incorporate into other metal–organic frameworks as internal defects—most notably for the UiO-66 series of frameworks14—the consistent surface areas and CO2 adsorption capacities of the Co2(dobdc) nanorods reported here suggest that most of the incorporated modulators are present on the external surfaces of the particles as capping ligands. Indeed, if all of the modulators are assumed to be present on the external surfaces of the nanorods, then the calculated surface coverage does not exceed 100% for any of the modulator ligands (Fig. 3a; see ESI† for additional details about surface coverage model). In addition, we observed an inverse correlation between the degree of modulator surface coverage and the amount of formate incorporated into the nanorod (Fig. S60†), which suggests that the modulators compete with formate—likely produced by DMF hydrolysis during synthesis5d—to cap a growing nanorod. The presence of formate and modulator on the external surfaces of the nanorods is also supported by differences in colloidal stability. For instance, nanorods prepared using 4-methoxysalicylic acid which has the lowest modulator surface coverage and highest formate surface coverage, exhibit the best colloidal stability in water (Fig. S8, S9 and S43†), while nanorods prepared with 4-trifluoromethylsalicylic acid, which have highest modulator incorporation, exhibit the best colloidal stability in toluene (Fig. S10†).
To further investigate the location of the incorporated modulators, we performed a post-synthetic ligand exchange experiment. Specifically, nanorods were first prepared with salicylic acid as a modulator, then 4-trifluoromethylsalicylic acid was added to the reaction solution for an additional 24 hours. Importantly, the pre- and post-ligand exchange nanorods display the exact same surface areas (Fig. 4a) and size distributions (Fig. 4c), but digestion NMR (Fig. 4d) shows that only 4-trifluoromethylsalicylic acid is present after exchange—indicating that the original salicylic acid modulators are completely exchanged. Moreover, while the quantity of 4-trifluoromethylsalicylic acid modulators incorporated into the nanorods after ligand exchange is slightly higher than the amount of salicylic acid modulators that were originally present, the total amount of modulator and formate remains constant (Table S1†), suggesting that 4-trifluoromethylsalicylic acid can exchange with both salicylic acid and formate.
Nearly identical 77 K N2 adsorption isotherms before and after ligand exchange (teal and gold curves in Fig. 4a) suggest that the vast majority of the salicylic acid modulators are present on the external surface, as internal defects are known to impact surface areas and pore volumes, particularly for ligands with very different steric profiles.15 Moreover, we observed significant changes to the colloidal stability of the nanorods after ligand exchange, and dispersibility should be mostly—if not entirely—governed by the external surface chemistry of the nanorods. Specifically, the original nanorods rapidly aggregate in toluene, while the post-ligand exchange nanorods form much more stable dispersions (Fig. 4b). Indeed, the colloidal stability of the post-exchange nanorods matched that of nanorods synthesized directly with 4-trifluoromethylsalicylic acid modulators, even though the direct synthesis leads to much smaller nanorods. While it is possible that some of the modulators incorporate into the internal structure of the framework, these results collectively provide strong evidence that a large fraction of the modulators—and likely the majority—are present on the external surface. We hypothesize that differences in the dominant location of organic modulators for Co2(dobdc) nanorods compared to other modulated metal–organic framework syntheses can be attributed to (1) the small diameters and large external surface areas of the nanorods, (2) one-dimensional pore channels that inhibit lateral diffusion of reagents, and (3) bridging organic ligands that are closely packed along one dimension.
The observed trends in modulator surface coverage and particle size are consistent with nanorod growth operating under kinetic control, where modulators with higher acidities provide a higher concentration of deprotonated ligands to cap growing particles, rather than thermodynamic control, where modulators with lower acidities would be expected to more strongly cap growing nanorods though the formation of stronger metal–modulator bonds. The kinetic control of nanoparticle growth has been described as a balance between the steady–state equilibrium of modulators coordinating to the surface and the diffusion rate of metal ions to the nanoparticle surface.6 Size modulation is achieved when the steady–state equilibrium of modulator coordination overwhelms the surface of the nanoparticle and depletes the local metal ion concentration due to the presence of a high concentration of deprotonated modulator. By utilizing modulators with various acidities, the position of this steady–state equilibrium can be altered to control the rate of kinetic capping and, consequently, the size of the metal–organic framework nanoparticles. Interestingly, our observed modulator-dependant size trends for Co2(dobdc) differ from previous reports that found more acidic benzoic acid derivatives produced larger MIL-101(Cr) nanoparticles with less incorporation of the modulator into the framework.5a We suspect that the different trends observed for MIL-101(Cr) are likely due to a number of factors, including the choice of reaction solvent (water versus DMF) and the large difference in modulator concentration and overall reaction concentration used during synthesis.
To investigate if modulators impact Co2(dobdc) nanorod growth through pH modulation in addition to acting as capping ligands, syntheses were also performed using three benzoic acid-based modulators (benzoic acid, 4-trifluoromethylbenzoic acid, and 4-methoxybenzoic acid) that should provide similar pH modulation effects as their salicylic acid counterparts but lack the same metal-binding motif for nanoparticle capping. Rather than directing the formation of nanorods, all three benzoic acid derivatives produced irregular aggregates of globular Co2(dobdc) nanoparticles with similar particle sizes and no detectable modulator incorporation (Fig. S4, S26 and S57–S59†). This result highlights the importance of mimicking the bridging ligand binding motif for modulating the growth of Co2(dobdc)—at least in sub-20 nm size regime—and suggests that pH modulation has minimal impact on the size modulation of nanorods under the reactions conditions investigated in this work.
The dominance of a capping mechanism is further supported by a Hammett analysis (Fig. 3b), where the impact of substituent (R) electronic effects on the modulator-metal coordination reaction kinetics can be probed by plotting the relative modulator concentration in the synthesized nanorods against the substituent constant σp.16 The slope of this plot indicates the degree to which the electronic nature of the substituents (σp) affects the reaction kinetics. The linear relationship observed for Co2(dobdc) nanorods indicates that all modulator complexation reactions proceed via the same mechanism with a strong dependence on the ionization of the carboxylic acid, further supporting the hypothesis that lower pKa modulators act as more effective capping ligands because they are more readily deprotonated (Fig. 3b).
To probe how the presence of different modulators affect particle growth, a competition study was performed where Co2(dobdc) nanorods were synthesized in the presence of both 4-trifluoromethylsalicylic acid (pKa = 3.44) and 4-methoxysalicylic acid modulators (pKa = 3.71). The prepared nanorods displayed a single size distribution (average diameter of 11.4 nm) that is more closely aligned with the size of the nanorods produced using 4-trifluoromethylsalicylic acid (Fig. S17 and S23†), and 4-trifluoromethylsalicylic acid was the only modulator observed in a digested sample of the washed nanorods (Fig. S44†). This provides additional support for the hypothesis that the observed size modulation is the result of rapid kinetic trapping from deprotonated modulators capping the surface of growing nanoparticles.
To examine if increasing the concentration of modulator in the synthesis would further enhance kinetic trapping or initiate a transition to pH modulation, Co2(dobdc) nanorods were synthesized with varying equivalents (1, 1.5, 2, 3) of either 4-trifluoromethylsalicylic acid, salicylic acid, or 4-methoxysalicylic acid. When the pKa of the modulator was closely matched to that of the dobdc bridging ligand—as is the case for salicylic acid—we observed a seesaw relationship between modulator concentration and nanorod diameter, with 1.5 equivalents of salicylic acid producing particles with the smallest diameter (15.3 nm ± 2.3 nm) (Fig. S61†). This is consistent with a capping mechanism dominating modulation at low concentrations and pH changes—or the degree of modulator and bridging ligand deprotonation—dominating at higher concentrations.6,7 Interestingly, when the pKa of the modulator was higher or lower than the bridging ligand—as is the case for 4-methoxysalicylic acid and 4-trifluoromethylsalicylic acid, respectively—modulator concentration had minimal effect on nanorod diameter even though the degree of modulator incorporation increased with increasing modulator concentration (Fig. S61†). This suggests that changes to modulator capping and pH effects may offset one another as the modulator concentration is increased. Specifically, when the pKa of the modulator is similar to the bridging ligand, pH modulation affects the concentration of both deprotonated ligands, leading to a seesaw trend with nanoparticle size inversely proportional to modulator concentration at low concentrations and directly proportional at high concentrations. However, our data suggests that when the pKa of the modulator is either above or below the pKa of the bridging ligand, changes in solution pH—as a result of increasing modulator content—no longer affect both ligands in the same way. These offsetting effects could then explain why the nanorod size does not have a strong dependence on modulator concentration.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d2sc06869a |
This journal is © The Royal Society of Chemistry 2023 |