3.1. Time Controlled Synthesis Approach
The synthesis protocol of the US-MSN is schematized in
Figure 1, where timing, addition of chemicals, pH values together with the reaction steps are provided. Note the additional treatment for 3 h at pH 5.5 and the presence of F127 at the beginning of the synthesis that are the novel features in comparison to Mann et al. reports [
10,
11,
12] TEOS was added to an aqueous solution (pH~13) containing CTAB and a tiny amount of triblock copolymer Pluronic F127, i. e., 1.5 (wt) % with CTAB/F127 molar ratio of 2,300. The above reaction mixture was stirred at room temperature for 40 s. Then, a rapid aqueous dilution by 6 times led to a pH drop down to 11.5. After 4 minutes a pH adjustment down to ~ 5.5 was performed using HCl followed after 3 hours by neutralization using NaOH and equilibration at pH 7 for another hour under stirring. The final colloidal solution was stocked as such at room temperature and found stable for at least 6 months. The as-synthesized mesoporous silica nanoparticles (23 ± 3 nm,
Figure 1b,
vide infra) using this acidic treatment before neutralization are referred as to
MSN-23-A. A white powder obtained by centrifugation (11,000 rpm) was washed 3 times with distilled water and eventually calcined under air flow at 550°C to remove the organic surfactants (see experimental section). For comparison, another set of nano particles were prepared according to the acidic route (pH 0.5, instead of basic) and dual templating technic reported by Imai et al. that uses no quenching sequence and yields average particle size of 100 nm: the sample was referred to as
MSN-100-B.[
27,
28] In the latter case, the TEOS concentration was close to that used in the synthesis of
MSN-23-A, for about five times more CTA
+ and fifty times more F127.
3.2. Structure and Morphology
High resolution transmission electron microscopy (HR-TEM) and scanning electron microscopy (SEM) images showed that both as-synthesized and calcined
MSN-23-A samples contained nanoparticles with narrow size distribution in the range 18 to 25 nm that were rather faceted (
Figure 2 and S1, respectively). XRD diagrams exhibited a strong peak at a
d spacing of 4.9 ± 0.1 nm, which was much more intense than all previous reports concerning nanoparticles in the size range 20 to 50 nm (see introduction). There was also a distinguishable shoulder on the high angle side that covered the range where secondary peaks were expected for hexagonal or cubic MCM-41 or MCM-48 types of structure (
Figure 2a). Unfortunately, the peaks were too broad to be resolved due to the very small size of the ordered domains or to their faulted nature. A close examination of their shapes revealed that the angles between facets ranged from 100 to 150°. Despite a large number of US-MSN observed for each sample (> 200), rectangular or square shapes were too scarce or too difficult to be observed and the typical 2D hexagonal array of channels was not observed discarding regular 2D hexagonal or cubic arrays. Although such a structure is clearly observed for nanoparticles or fibers as small as 60 to 100 nm, [10-13,32] further investigations are necessary to clarify this point. Indeed, distorted channels with various angles of emergence out of the particles could blur the observation. Alternatively, preferential orientation of the particles on the TEM grid could complicate the observations.
To further document this point, diffraction patterns and FT filtered images of the calcined samples were analyzed thoroughly. Indeed, the channels being empty, better-contrasted images of internal structure were obtained. For instance
Figure 3 depicts a cluster of 20 to 30 nm particles with periodically contrasted bodies consistent with internal pores of nearly the same sizes of about 3 nm large. The three selected areas (yellow frames) exhibit also complex diffraction patterns dominated by dots forming rings, consistent with a mixture of monodomains (blue arrows point some of the most contrasted dots). This evidences that the neighboring particles were not sharing the same direction of ordering. In the center of the cluster in
Figure 3a, the ordered domains seemed more extended but still belonging to two different hexagonal crystals, the orientation of which differed one to another by ca. 10°. A grey threshold filtering on these diffraction patterns afforded a simplified picture that still kept the the most important features and led to the same conclusion, i. e., the presence of two different hexagonal domains tilted by 10° (
Figure 3b). The hexagonal diffracting patterns exhibited dots at reciprocal distances of 0.258 ± 0.004 nm
-1, i.e., 3.9 nm accounting for
a0 = 4.5 nm. This was apparently at odd with the XRD peak at 4.9 nm, which would correspond to a channel-to-channel distance of 4.9 or 5.7 nm for a cubic array or a hexagonal one. Alternatively, when enough pores were aligned one with another, an intensity profile analysis of their TEM images exhibited periodicities of 5.3 ± 0.1 nm just in between distances calculated assuming simple cubic or hexagonal arrays. These apparent discrepancies were assigned to a mixture of symmetries and/or an absence of medium range order inside the nanoparticles. Besides, there are obvious defects in all the areas selected. In particular, the particle lying at the bottom of
Figure 3 is characterized by a step defect crossing at 45° through its structure. A survey through other regions confirmed that pure hexagonal array was not the dominating feature.
To get deeper insights on the intimate ordering of the particles and eventually to address the question on preferential orientation or unusual symmetry, HR-TEM images of particles were taken at different incident angles by tilting the sample under the beam from -20 to +20° (
Figure 4). At first sight, there was no obvious apparition of parallel channels while most of the particles looked roughly alike consistent with no preferential orientation. Another advantage of tilting was the change of the contrast between pore walls and pore voids. This was clearly seen on particle A, D and E. By contrast, particles B and C as well as F and G were superimposed one onto another generating a moiré pattern preventing any simple interpretation in terms of structure. The white spots in particles A, D and E corresponding to pores aligned with the direction of observation appeared with different level of contrast. Their diameters appeared also smaller than the diameter measured from the N
2 adorsorption-desorption curves (1 to 2 nm instead of 3.9 nm,
vide infra). Channel diameter seen smaller than it should is usually attributed channel curvature in bulky MCM41.[
33,
34] Indeed, short range curvature characterized on large ovoid MCM-41 nanoparticles (> 50 nm) could be the rationale though it was inconsistent with the presence of facets and an intense XRD peak.[
12] A radial array of channels generated in the presence of TEA molecules was also discarded for the same reasons.[
16,
22,
23] This suggested that the pores are connected one to another through restricted apertures.
Furthermore,
Figure 4 showed that the cluster of particles at different tilted angles generated a diffraction pattern consistent with different domains ill-oriented one with another. Therefore, each particle was investigated individually by 2D FT analysis using the region of the image delimited by yellow frames on the FT filtered image. Individual diffraction patterns were obtained for each portion of image included in the frame. At the top left, particle A exhibited the most facetted aspect among US-MSN of this cluster and has a diffraction pattern depending on the tilt angle : ill defined at -20 and 0°, orthorhombic at -15 and +10°, close to hexagonal at -10°, and 1D-ordered (with two opposite diffraction points) at +20°. This is typical of a 3D ordering with some diffraction images that are much better orientated than others. On the top left of the 2D FT filtered image taken at +10°, there was a definitive cubic array with a step defect on the right side. The rationale is a mixture of faulted hexagonal and cubic symmetries in the same nanoparticle. At the bottom center particle E exhibited a diffraction pattern with an overall four fold symmetry axis at -20° tilt and a rather sixfold symmetry damonating at 0° tilts. Strickingly at -20° particle E, which had the least facetted appearance, possessed a circular array of pores on the right side and a faulted hexagonal symmetry on the left side. There was also an obvious fivefold array lying in the center of the particle. At a tilt of -15° the diffraction seemed based on a hexagonal pattern ackwardly splitted into a four leaf clover pattern and a top side with four faces of half of an octagon. Particle D on the bottom right of each image exhibited a 90° clockwise rotated muffin like shape at -20°, the base of which had the form of half of a hexagon. The corresponding diffraction pattern is definitively showing an order though complicated to assign. Both particle F and G presented more faulted structures than other particles. On particle C that emerged between particles A and B, parallel diffracting lines appeared at a tilt of +20° (center right image,
Figure 4). This was a rare example that could account for a tranversal view of a 1D hexagonal array of channels expected in a MCM-41 mesophase. A large survey showed that the particles of
Figure 4 were more representative by far than those of
Figure 3. Therefore, particles characterized by well-defined short-range order and ill-defined medium range order were the dominant features (
Figure 4) while “good looking” particles with a quasi-hexagonal close packing array represented rather rare instances (
Figure 3). All these particles were prefiguring cubic or hexagonal arrays of pores but did not yet arrived to this level of ordering.
As a complement to TEM, the dynamic light scattering (DLS) study provided the hydrodynamic diameters of the particles or their aggregates moving coherently with some solvent and surfactant molecules.[
9] In the synthetic solution, the hydrodynamic diameters was distributed between 24 to 41 nm accounting for both isolated and aggregated nanoparticles (
Figure S3a). In fact, after dilution and ultrasonication treatment, the flocculates were dismantled giving rise to mondispersed particles characterized as a single DLS peak at 18 ± 2 nm. This confirm the very narrow distribution of sizes centered at a size slightly smaller than those characterized by HR-TEM (23 ± 3 nm) (
Figure 2c). Aggregates were indeed seen in TEM images as superimposition of small primary particles. These fragile aggregates or nanoflocculates were themselves small enough to yield stable colloidal solutions at room temperature (RT) for several months. After more than half a year at pH ~ 6.5 to 7, the average size of the flocculates increased slightly yielding a distribution ranging from 37 to 70 nm (
Figure S3b) though the primary particle sze was unchanged according to HR-TEM observation. This would correspond to ca. 3 to 12 or 8 to 60 US-MSNs per flocculate in fresh solution or in 3 month aged solution, respectively. This slow flocculation allowed harvesting more particles by centrifugation after longer period of time. For instance, the silica yield were close to few percents from fresh solution and ca. 60 % after one month. Note that both CTA
+ and silica yields were identical as CTA
+/SiO
2 molar ratio is the same in US-MSN than in the synthesis solution (see experimentals).
3.3. structural and Textural Porosity
The nitrogen adsorption-desorption profile of the calcined ultra small nanoparticles
MSN-23-A was compared to those of
MSN-100-B and bulk MCM-41 (
Figure 5). Both types of nanoparticles presented a steep step in the reduced pressure range
P/P0 = 0.27 - 0.34 that is typical of the capillary condensation in a templated internal mesoporous network of diameter 3.9 nm for
MSN-23-A and bulk MCM-41 and 3.5 nm for
MSN-100-B according to the BdB method (D
BDB).[
35,
36] Note that the size distribution in
MSN-23-A was ± 0.2 nm and was twice larger than
MSN-100-B and bulk MCM-41.[
13,
14,
27,
28,
35,
36,
37].
The height of the adsorption plateau taken before a second hysteresis loop at P/P0 = 0.8 was similar for MSN-100-B and bulk MCM-41 and stood for internal pore volumes of 0.83 and 0.88 ± 0.02 cm3 g-1 while it was smaller for MSN-23-A, 0.63 ± 0.02 cm3 g-1. The pore wall thickness calculated from XRD and pore sizes was similar for MSN-100-B and bulk MCM-41, i. e., 0.9 and 1.0 ± 0.1 nm, respectively and much larger for MSN-23-A., 1.8 ± 0.2 nm assuming a hexagonal array. Note that TEM contrast profile analysis provide a smaller estimate of 1.4 ± 0.2 nm for the latter.
Assuming the same pore wall density as for bulk MCM-41 and considering the pore volume of the latter as reference, the internal pore volume would vary as the ratio of pore diameter over pore wall thickness, i. e., 0.49 (from XRD and adsorption) or 0.63 (wall thickness from TEM contrast analysis) and 0.88 cm
3/g for
MSN-23-A and
MSN-100-B, respectively. Obviously, the best wall thickness estimate of 1.4 nm came from TEM. This smaller estimate was still 40% larger than in
MSN-100-B and in bulk MCM-41 materials. Indeed, the pore walls of MCM-41 are known to contain asperities large enough to fit argon atoms as most likely does
MSN-100-B.[
38] Accordingly,
MSN-23-A might possess less or smaller asperities than than the other materials.
The vertical hysteresis loops at high relative pressure seen only for nanoparticles were assigned to interparticle void (
Figure 5, insert). Indeed, the absence of such a loop in bulk MCM-41 indicated that the voids between grains or fibers were too large (> 200 nm) for N
2 adsorption-desorption measurements. In
MSN-100-B and in
MSN-23-A, their sizes and volumes calculated on the adsorption branch were 38 and 68 nm for 0.94 ± 0.01 and 1.41 ± 0.02 cm
3 g
-1, respectively. In the former, the voids were smaller than the particle size indicating a rather efficient packing density. In contrast,
MSN-23-A exhibited larger voids sizes than the particle size consistent with a rather low packing density for an extremely large unoccupied volume. Narrow void size distribution and high volumes of about 1 cm
3g
-1 are also reported by some of us in packed monodispersed 90 nm zeolite.[
9]
3.6. synthesis Parameters Versus Particle Size, Morphology and Colloidal Stability
The best results were obtained with Si:CTA
+:F127 molar ratio of 19200: 2300:1 used for
MSN-23-A. The nanoparticles exhibited a positive zeta potential evolving with time from +24 to +32 mV at pH 5.5, which was not high enough to avoid flocculation for long time storage at such pH (
Table S1). Thus, an adjustment to pH 7 was necessary and after 3 hours, during which the zeta potential increased progressively from +42 to +59 mV leading to colloidal solution stable for several months (
Figure S3). Positive potentials were consistent with a double layer of cationic surfactant covering the negatively charged silica surface.[
29] The increase of potential after neutralization by the addition of NaOH could be related to Na
+ adsorption. However, this element was not detected by EDX. The rationale was rather a higher CTA
+ coverage favored by a higher density of surface silanolate groups (SiO
-) generated at higher pH.
The effect of dilution on nucleation quenching was illustrated in
Figure 6. For a dilution by 4 (
MSN-18-A) instead of 6, the average size was similar (~ 20 nm) but the size distribution was wider (15 to 30 nm) and the shapes were more heterogeneous (
Figure 6a). The channels were also more difficult to observe in the TEM images suggesting a less ordered structure. In addition, these particles aggregated into large and compact domains. These differences in comparison with the best samples were assigned to an inefficient nucleation quenching, keeping supersaturation conditions at work for secondary nucleations to proceed, hence, broadening the distribution of sizes. For a dilution by 8 times, the nanoparticles became larger, ranging from 25 to 40 nm consistent with a lower number of nuclei (
MSN-30-A , Figure 6b). Therefore, the nucleation blockage seemed likely acheived while larger distribution of sizes and shapes suggested that the nuclei were instable and underwent Oswald ripening.
The effect of varying the proportions of surfactants between them and also relative to the silicon precursors was also investigated. With twice more F127 (2,300 CTA
+ to 2 F127), heterogeneous particle shapes and sizes are produced, some rather small (~ 25 nm) and others much larger (up to ~ 100 nm) with among them ellipsoidal particles of 40 to 60 nm (
Figure S4a). The latter resembled those described previously in the absence of F127.[
12] For twice less F127 (2,300 CTA
+ : 0.5 F127), small facetted particles of about 17 nm presenting various shapes were mixed with larger ones of about 20-25 nm (
Figure S4b). This might be due to a lack of secondary surfactant that covers inappropriately each particles. When CTA
+ concentration was doubled instead,
i.e., 4,600 CTA
+: 1 F127, larger sizes were observed in the range 18 to 40 nm (
Figure S4c). In addition, the particles exhibited irregular shapes, from ill-facetted to non-spheroid. This was likely due to the merging of primary particles and/or face dependent growth rate. On the contrary, decreasing two times the CTA
+ concentration but not that of F127 (1,150 CTA
+ : 1 F127) yields rather relatively well-structured small particles. These conditions corresponded to twice less surfactant of both kinds than in the first modification proposed above, (
Figure S4d). However, more particle merging took place and particle isolation by utlracentrifugation more difficult to acheive. The rationale behind these experiments was the control of nucleation rate by CTA
+ and its quenching by dilution while the neutral F127 minimizes the coalescence of particles one with another.
Indeed, higher concentration of CTA+ led to smaller particles due to higher supersaturation conditions that leads to a larger number of nuclei and therefore to smaller particles. Then, a too small dilution produced larger size distribution with ill-blocked nucleation conditions while high concentration led to merging. The latter effect seemed better controlled eventually toghether with Oswald ripening in the presence of F127, the latter being likely adsorbed on the US-MSN surface. Note that an over-concentration of F127 was detrimental to the particle size distribution, showing that F127 should be restrained to its role on the surface and should not interfere with CTA+ on both nucleation rate and internal pore structuring. Indeed in MSN-100-B, a smaller pore size than in bulk MCM-41 or in the present particles revealed the presence of both surfactants in the internal structure. The optimum CTA+/F127 ratio proposed here has been found by trial and error since it was not possible to detect its presence on the surface of the US-MSN.
The pH control was also decisive for the formation of well-structured particles. In fact, during the treatment at pH = 5.5 for 3 hours, small oily droplets of TEOS were still present and progressively disappeared. In this sequence, the system was still in a slow growth regime where particle merging or coalescence could take place without the dual control by CTA
+ and F127. Indeed, TEM images showed that the particles had not yet reached neither the final internal ordering nor their final sizes (7 to 10 nm) (
Figure 7). Their smooth surface and the absence of visible pores suggested that they were covered by an amorphous layer of silica precursor that might contain partly hydrolyzed TEOS and presents some analogies with the immature nanoblocks observed during the induction period of a zeolite growth.[
9] Contrary to zeolitic nanoblocks, the actual US-MSN were not crystalline and cannot be considered as nuclei
stricto sensu since they did not present any defined structure found in bulk MCM-41 or 48 materials. The second difference with the zeolitic growth process is a smaller synthesis temperature of 25° C instead of 80°C. The nanoblock aggregation into larger particles of ca. 90 nm was avoided here probably using higher dilution and acidic quenching. This is consistent with previous studies showing that nanoparticles are preferentially generated between pH 3 and 6 using CTA
+ alone.[
42]
3.7. Role of F127 Additive as Charge Density Modulator and Particle Size Stabilizer
By contrast with all previous works using large quantities of additives, here very small amounts of F127 sufficed (typically 1.5 wt%, F127/Si molar ratio of 1 to 2300). It was previously stated that the neutral surfactant acts as a growth suppressant by fully covering the particle external surface.[
27,
28] In the present case, there was not enough F127 to cover the external surface of the particles. The positive zeta potential showed rather that the surface was covered by CTA
+ surfactant in agreement with previous observations.[
43] Then F127 is likely to intervene in this CTA
+ layers since it prevented the coalescence of the US-MSN.
Indeed, one expects the formation of a {S
+, I
-} interface on the external surface like in the pores, where S
+ is the cationic surfactant and I
- the inorganic surface. The internal curvature that drives the control on such a type of mesophases (lamellar, hexagonal or cubic) is obtained from the surfactant to silicon ratio or from synthesis temperature that affects the condensation of silica and the silanol density.[
44,
45,
46,
47] A perfect match of charge density would yield flat surfaces while a mismatch generates convex or concave surfaces depending on which side the charge density is the highest (
Figure S5).[
48] Since the surfactant is also adsorbed on the external surface, it affects also the particle morphology and size.[
42,
48] Along this reasonning, it is stress that F127 was modulating the external charge density releasing the surface tension of the US-MSN. Such a role is reported for the surfactant counter ions X
- that intervene directly in the double electrical interface represented as {S
+,
mX
-,
(1-m)I
-}.[
48,
49,
50,
51] Changing the cationic head group or intercalating anionic surfactant produces also a curvature control.[
52,
53] Since neutral organic molecules and neutral alkyl-polyethylene block co-polymers favor the formation of MCM-48 cubic mesophase,[
54,
55] they likely act on the charge density matching. F127, which is an ethyleneoxide-propyleneoxide EO-PO-EO triblock co-polymer is likely to behave similarly and stabilize the nanoparticles and prevent their coalescence (
Figure 8).
3.7. Protocrystalline US-MSN as Precursor State of Nuclei
The actual nanoparticles were clearly connected to the “raspberry like” particles that appears in the very beginning of the growth process, just before the formation of the channel in the ovoid particles (
Figure 8).[
11,
12] The difference lied in the faceting appearing together with a higher degree of ordering attributed to the presence of F127. Both “raspberry like” particles and the actual protocrystalline US-MSN are likely sharing a common genesis from the aggregation of silica-coated micelles, leading to larger pore wall and smaller specific surface area than in MCM-41 or MCM-48.[
12] In addition, the short range order in the packed silica-coated micelles clearly indicated that US-MSN structure solidified before any external forces like surface tension would drive any further ordering. Note that the soft matter transition avoided here was reported at much larger scale of sizes for nascent SBA-15 and SBA-16 nuclei.[
18,
19] Thus, the diversity of arrays within each US-MSN and among them corresponded to a mixture of nascent particles at different stages of maturity, the evolution of which was quenched in the presence of the stabilizing effect of F127. They could be considered as nano quasicrystal nuclei with respect to the presence of some characteristic non periodical pentagonal or octagonal arrays tough they do not develop their nascent structure all through their volume.[
56] Paracrystallinity is another state of matter related to materials presenting short and medium range order with a lack of long range order where crystallized nuclei are embedded in an amorphous matter.[
57] This describes the transitional states between amorphous and crystalline phase in vapodeposited thin film of germanium or silicon semiconductor, in silica natural deposits (petrification), in opals and diatom earth deposits.[
58,
59,
60,
61,
62]. However, most of the US-MSN typically those represented in
Figure 4 exhibit a lower degree of structural maturation that is better described as protocystalline. To our knowledge, this term has been introduced by Collins et al. in 1998 to describe an “on-the-edge” state before crystallization in vapodeposited thin film of amorphous hydrogenated silicon exhibiting high performance for solar cell applications.[
63,
64] The mixture of Si-Si and Si-H bonds creates voids and stablizes the amporphous state together with crystalline nanophase. This structural mixture is the so-called paracrystalline regime.[
64,
65,
66] There is a parallel with the chemistry of porous silica, possessing SiOH groups at the pore interfaces, where the spatial ordering is facilitated by large particles and small pores. This is documented by a large number of reports dealing with micro-, meso- and macroporous materials. [
18,
19,
67,
68,
69,
70]
The actual US-MSNs represent the first isolation of the on-the-edge state of ordering in porous nanoparticles, hence considered as nano protocrystals, which are soft in solution but can be quenched upon drying and eventually strengthen under calcination or under the electron beam during TEM observation. Their colloidal solutions may be useful for the synthesis of novel materials and structures such as hierarchical porous powder materials, as shown here, or coatings on specific substrates.