Lilia
Sennoun
a,
Chun-Cheng
Lee
a,
Yohan
Fretel
a,
Margaux
Clavié
b,
Gilles
Subra
b,
Yoann
Ladner
b,
Alfredo
Napoli
c,
Anne
Galarneau
a,
Peter
Hesemann
a and
Ahmad
Mehdi
*a
aICGM, Univ Montpellier, CNRS, ENSCM, Montpellier, France. E-mail: ahmad.mehdi@umontpellier.fr
bIBMM, Univ Montpellier, CNRS, ENSCM, Montpellier, France
cCIRAD-PERSYST-UPR BioWooEB, Montpellier, France
First published on 15th March 2024
To reduce the cost of silica-based materials, an agricultural waste, rice husk (RH), was transformed into higher valuable products such as MCM-41 and organo-functionalized MCM-41 in the frame of circular economy. RH is the biomass waste containing the highest amount of silica (214 g kg−1). Direct calcination of RH led to silica with low surface area (10 m2 g−1), which could not be transformed into MCM-41. After optimization, silica of 310 m2 g−1 was produced by washing RH with HCl 0.1 mol L−1 at 25 °C and calcination at 600 °C. Such silica was successfully transformed in one-step synthesis at 115 °C for 24 h into highly ordered MCM-41 (800 m2 g−1) and organo-functionalized MCM-41 (510–720 m2 g−1) including aminopropyl and amide derivatives of amino acids (leucine, serine and tyrosine). The corresponding organo-triethoxysilanes alone or in mixture were directly added in the synthesis with silica from RH, octadecyltrimethylammonium and NaOH solution. Surfactant removal was successfully performed with EtOH/NH4NO3 solution at 60 °C. The mesopore diameter of the materials were homogeneous and varied from 3.8 to 4.2 nm depending on the organic functions. Thanks to the use of the concept of pseudomorphic transformation, the particle size of the materials ranged from 1 to 100 μm. As proof of concept, the 50–100 μm fraction (30% of the volume) was successfully used to fill columns to run size exclusion chromatography for protein separation. The largest protein, bovine serum albumine (BSA) was excluded from all materials as its kinetic diameter (d = 7.2 nm) was larger than the mesopore diameter. The smallest proteins: carbonic anhydrase (d = 4.2 nm), myoglobin (d = 3.8 nm) and lysozyme (d = 3.4 nm) were retained by the materials. Their retention factor increased as the kinetic diameter decreased, as the mesopore diameter decreased and as the hydrophobicity of the materials increased. The best separation of proteins was obtained with MCM-41 functionalized with both leucine and serine amide derivatives.
First strategies have concerned the dissolution of silica contained in biomass ashes in basic solutions (NaOH or Na2CO3) to form a sodium silicate solution, which was then used as a precursor for the synthesis of silica-based materials as ordered mesoporous silica materials such as MCM-41 and SBA-15.1,9,10 However, the yield in silica is low and rarely given. More recent strategies used acidic pretreatments of RH to remove metallic impurities (especially K+ responsible of silica crystallization and hence of the low resulting surface area) followed by controlled calcination protocols to remove organic components. Silica with specific surface area of 200–350 m2 g−1 and a broad distribution of mesopore diameter around 6 nm have been produced with high yield (Table 1).11–19 However, these procedures are barely detailed in literature. To reach larger mesopore diameter, a multiple-steps synthesis was applied consisting in the pyrolysis of the acid leached (HCl) RH, followed by silica extraction in NaOH to form a sodium silicate solution, followed by the formation of a gel by adding HCl. After drying and crushing silica gels feature surface area of 350 m2 g−1 and homogeneous mesopores of 10 nm diameter with a good yield in silica of 90%.20 To reach higher surface area (800 m2 g−1), this silica was transformed into MCM-41 in presence of surfactant and acetic acid in basic medium. Surfactant removal was performed in MeOH/HCl solution under reflux.21 These syntheses were realized mainly to synthesize silica nanoparticles.3
RH origin | Pretreatment | Acid washing | Calcination | S BET m2 g−1 | Ref. |
---|---|---|---|---|---|
China | Dried 105 °C | HCl 0.7 mol L−1 1 h RT | Put 0.5 h in oven already at 600 °C | 210 | 11 |
H2SO4 0.7 mol L−1 1 h RT | 240 | ||||
Malaysia | C12SO4Na2/H2O | HCl 0.5 mol L−1 0.5 h 60 °C | 600 °C 2 h | 218 | 12 |
Dried 110 °C | H2SO4 0.5 mol L−1 60 °C 0.5 h | 208 | |||
Venezuela | HCl 4 mol L−1 24 h | 350 °C 3 h, 550 °C 2 h, 700 °C 3 h, grinding 12 h | 234 | 13 | |
China | HCl 1 mol L−1 2.5 h RT stirring | 600 °C 2 h, grinding 10 min | 248 | 14 | |
India | H2O | H2SO4 1 mol L−1 | 700 °C 6 h | 220 | 15 |
Egypt | H2O | Citric acid (5 wt%) | 310 °C 1 h, 400 °C 2 h, 510 °C 5 h, 600 °C 0.5 h | 313 | 16 |
Dried 110 °C | 50 °C 3 h and 80 °C 1 h | ||||
Milling | |||||
Turkey | H2O | Boiling 2 h HCl (3% v/v) | 600 °C 4 h (10 °C min−1) | 312 | 17 |
Dried 110 °C | |||||
China | H2O | HCl 8 wt%, 120 °C 4 h, H2O pH 7, dried 110 °C 3 h | 300 °C 0.5 h N2 | 352 | 18 |
Dried 110 °C | 610 °C 3 h O2 | ||||
Pulverized 10–60 Mesh | |||||
France | H2O sieving | HNO3 100 °C 1 h, H2O pH 7, dried 100 °C 12 h | 700 °C (5 °C min−1) | 330 | 19 |
France | H2O | HCl 0.1 mol L−1 25 °C 2 h (3 times) | 600 °C 6 h (2 °C min−1) | 312 | This work |
Senegal | H2O pH 7 | 307 |
Our goal is in opposite to maintain large particle size (50–100 μm) of silica-based materials to use them in columns for various flow applications and to develop high surface area silica materials (800–1000 m2 g−1) in the minimum of synthesis steps. For this purpose, the pseudomorphic transformation of silica particles into MCM-41 is the best option.22–24 A pseudomorph has the outward appearance of the parent material.24 The pseudomorphic transformation consists to adapt the rate of dissolution of the parent silica to the rate of formation or crystallization of another silica-based material leading to the conservation of the initial particle morphology. Only one study reports the direct synthesis of unfunctionalized MCM-41 from RH silica by pseudomorphic transformation.25 Particles of 100–300 μm of MCM-41 were obtained featuring a hierarchical structure of macropores (1–1.5 μm) coming from the parent silica and homogeneous mesopores of 3.4 nm after 48 h reaction at 120 °C leading to a surface area of 920 m2 g−1.25 No application was proposed.
To be used in various applications mesoporous silica need to be functionalized, for example by organic species. Functionalization of ordered mesoporous silica, such as MCM-41 or SBA-15 materials, produce organic–inorganic hybrid silica materials20,21,26–32 of high surface area for a great variety of applications, as biotechnology,27,33 catalysis and biocatalysis,26,27 environmental remediation,28,29 biosensors,30 proteins separation,34 high-performance liquid chromatography (HPLC)22etc. Two different pathways exist for mesoporous silica functionalization: post-grafting method with organo-trialkoxylsilanes,22,32,35,36 or direct synthesis by co-condensation of tetraalkylorthosilicate with organo-trialkoxylsilanes followed by surfactants extraction with solvents.37–39 The co-condensation method offers several advantages over the post-grafting method. It is simpler, involving a reduction of synthesis steps, no calcination is needed, and allows a uniform incorporation of functional groups throughout the material.40,41 This method provides a higher degree of uniformity of functional group distribution and surface chemistry.33,38,39,42
In the present study, we combine the pseudomorphic transformation of silica from RH into MCM-41 together with the co-condensation with organo-triethoxysilanes to reach in one-step organo-functionalized MCM-41 suitable for flow applications. First the optimization of RH acidic pretreatment and calcination protocol were performed. The resulting silica from RH was then transformed by pseudomorphic transformation in a one-step procedure into MCM-41 or organo-functionalized MCM-41 by self-assembly with octadecyltrimethylammonium surfactants in basic medium. Surfactant was extracted with an ethanol/NH4NO3 solution. Purely siliceous MCM-41 and MCM-41 functionalized with aminopropyl and amino acid derivatives of tyrosine, serine, leucine were obtained and tested in protein separations.
EDS analysis shows that Si is mainly in the outer part of raw RH, as previously reported in literature.19 The composition of RH is followed after water and HCl treatments by EDS analysis. After the first water washings, Si disappears from the inside part and remains only in the outside part, and hence after HCl washing (Fig. S3, ESI†). SEM images shows that HCl washing does not change the external surface morphology of RH (Fig. S2, ESI†), but affects strongly the interface between the inside and the outside part of RH by creating macropores of 5–10 μm (Fig. 1), certainly due to some cellulose and hemicellulose acidic hydrolysis.49 Indeed, acidic treatments of biomass are known to destroy amorphous cellulosic domains. In plants, cellulose fibers features generally diameter of 13–22 μm,50 which is in accordance with the diameter of the macropores observed by SEM in HCl treated RH. After calcination, RH is transformed into white needles of silica of ∼3 mm length and 0.4 mm diameter (Fig. 1), which are friable. In SEM silica from RH appears as particles of approximately 50–100 μm with macropores of 5–10 μm (Fig. 1). These particles are built by an aggregation of silica nanoparticles of ∼70 nm (Fig. 1), which were shown to be themselves formed by an aggregation of smaller silica nanoparticles of ∼5–10 nm.19
The silica materials from RH resulting of the different acidic pretreatments (HCl 0.1 or 1 mol L−1, at 25 or 100 °C, under stirring or in static) and calcination protocols (at 600 or 700 °C for 6 h, 2 °C min−1) were analyzed by XRD and nitrogen sorption isotherms at 77 K. All silica from RH is amorphous (Fig. 2). All nitrogen isotherms of silica from RH are of the type IV characteristic of mesoporous materials (Fig. 2) with a broad pore size distribution extending from 5 to 15 nm with an average diameter of 6.5 nm. The shape of the hysteresis is characteristic of spaces in between nanoparticles of ∼5–10 nm. Some small differences appear in the specific surface area of silica from RH depending on the acidic treatments performed and on the calcination temperatures. The specific surface areas vary from 255 to 312 m2 g−1 (Fig. 3). The highest specific surface area is obtained for the treatment with HCl 0.1 mol L−1 at 25 °C under shaking and a calcination at 600 °C for 6 h (2 °C min−1).
![]() | ||
Fig. 2 (a) XRD pattern and (b) N2 sorption isotherm at 77 K of silica from RH (France) treated with 0.1 mol L−1 HCl at 25 °C with shaking followed by calcination at 600 °C for 6 h (2 °C min−1). |
The same study was also performed with another source of RH coming from Senegal. The same result was reached, confirming that the best protocol is effectively HCl 0.1 mol L−1 at 25 °C under shaking followed by a calcination at 600 °C. The highest surface area for silica from RH from Senegal was 307 m2 g−1. These values of specific surface area are among the highest found in the literature for silica from RH of different origins (Table 1). Using this best pretreatment protocol, raw RH yield to 12 and 15 wt% of silica for RH from France and Senegal, respectively. This suggests that RH from Senegal contains more Si than the one coming from France due to differences in climate and soil.5
A scale-up was performed with 50 g of raw RH (France) using the best protocol: HCl 0.1 mol L−1 at 25 °C under shaking and calcination at 600 °C for 6 h (2 °C min−1). After the first water washings, the weight of RH decreased to 46 g to reach at the end, after HCl treatment and water neutralization, 45 g (Fig. S1, ESI†). The removal of dust during the water washing is responsible for the larger weight loss. TGA of raw and treated RH show two steps: the first between 25 and 200 °C corresponds to the weight loss of hydration water and the second between 200 and 500 °C is related to the weight loss of organic matter. The remaining mass corresponds to the inorganic oxides weight, mainly due to silica, especially after HCl treatment (Table 2). Hence, TGA show that raw RH, H2O washed RH and HCl treated RH contain 16.7, 11.7, 12.6 wt% of inorganics, respectively, corresponding on dry basis matter to 18.2, 13.0, 13.4 wt%. RH from France is hence able to produce 13 wt% of pure silica. After calcination at 600 °C, the silica from RH obtained from the 50 g scale-up features a specific surface area of 298 m2 g−1, in good agreement with the surface obtained for the 10 g batch (312 m2 g−1).
RH | H2O (wt%) | Organic (wt%) | Inorganic oxides (wt%) |
---|---|---|---|
Raw | 8.3 | 75.2 | 16.7 |
H2O washed | 9.8 | 78.5 | 11.7 |
HCl washed | 6.1 | 81.2 | 12.6 |
XRD patterns of as-synthesized MCM-41 and extracted MCM-41 (Fig. 4) reveal the hexagonal organization of the mesopores of MCM-41 material (Fig. 5).52 After surfactant removal, the d100 reflection (cell parameter a = 5.29 nm (Table 3)) does not shift indicating that the extraction procedure do not modify the unit cell, no contraction of the hexagonal network occurs during solvent extraction,43 in contrary to calcination processes.53,54 The highly ordered hexagonal organization of the mesopores is confirmed by TEM images (Fig. 5).
![]() | ||
Fig. 5 XRD patterns of (a) as-synthesized MCM-41 and (b) surfactant extracted MCM-41, (c) N2 sorption isotherm at 77 K and (d) TEM image of surfactant extracted MCM-41. |
Materials | d 100 nm | a nm | S BET m2 g−1 | C BET | V mes mL g−1 | D BJH nm | D BdB nm | t BJH nm | t BdB nm |
---|---|---|---|---|---|---|---|---|---|
a
d-Spacing (d100) is measured by XRD with the formula λ = 2d100![]() ![]() |
|||||||||
MCM-41 | 4.58 | 5.29 | 823 | 91 | 0.77 | 3.3 | 4.2 | 2.2 | 1.3 |
MCM-41@NH2(1/39) | 4.50 | 5.20 | 514 | 71 | 0.49 | 3.1 | 4.1 | 2.3 | 1.3 |
MCM-41@1AA-Tyr(1/39) | 4.52 | 5.22 | 721 | 89 | 0.65 | 3.1 | 4.0 | 2.3 | 1.4 |
MCM-41@1AA-Leu(1/39) | 4.57 | 5.27 | 719 | 71 | 0.65 | 3.1 | 4.1 | 2.3 | 1.3 |
MCM-41@1AA-Ser(1/39) | 4.57 | 5.28 | 696 | 86 | 0.65 | 3.1 | 4.2 | 2.3 | 1.3 |
MCM-41@3AA(1/39) | 4.50 | 5.19 | 680 | 75 | 0.60 | 3.0 | 4.1 | 2.3 | 1.3 |
MCM-41@3AA(1/19) | 4.51 | 5.21 | 606 | 59 | 0.52 | 2.8 | 3.8 | 2.6 | 1.6 |
N2 sorption isotherm at 77 K of extracted MCM-41 is of type IV characteristic of mesoporous materials with narrow pore size distribution typical of MCM-41 materials (Fig. 5).54 The presence of a sharp sorption step (inflexion at p/p0 = 0.407) indicates that the mesopores are homogeneous in diameter, with a high specific surface area of 823 m2 g−1 and a high pore volume of 0.77 mL g−1 (Table 3). The CBET parameter of 91 is classical for MCM-4124 and shows that nitrogen interacts strongly with the silica surface. Hence, it was demonstrated that to calculate the mesopore diameters, the BdB method47 should be applied rather than the BJH method, which underestimated pore diameters by 20%.48 However, for organic-functionalized silica (as in the following), leading to lower CBET values, N2 molecules interact less strongly with the surface, and it was demonstrated that mesopore diameter values were in between those determined by BdB and BJH methods.55 Hence, mesopores diameter were expressed by both methods in Table 3 for an easier comparison with literature results.25 The mesopore diameter of extracted MCM-41 calculated by the BdB method is 4.2 nm, leading to wall thickness tBdB between mesopores (t = a − 0.95)48 of 1.3 nm (Table 3). These values allow to calculate the geometrical surface area S of MCM-41 materials by the following equation (eqn (1)):56
![]() | (1) |
The geometrical surface area is 781 m2 g−1, which is close to SBET result (Table 3). This formula (eqn (1)) could not be applied to organo-functionalized MCM-41 due to the change of wall density by the presence of organic matter.
Highly ordered MCM-41 was obtained after only 24 h of reaction. This was not the case for the previous pseudomorphic transformation of silica from RH into MCM-41 described by Alyosef et al.25 A poorly ordered MCM-41 was obtained after 24 h (SBET = 718 m2 g−1, V = 0.51 mL g−1, DBJH = 2.8 nm (inflexion: p/p0 = 0.35)). After 3 days reaction, a poorly ordered MCM-41 was obtained featuring larger surface area (SBET = 1120 m2 g−1, V = 0.80 mL g−1, DBJH = 2.8 nm) and additional spherical nanoparticles (300–700 nm) on the external surface of the particles. After 6 days reaction, “worm-like” fibers with a hexagonal section of 3–5 μm further protruded out of the particles, as already observed for pseudomorphic transformation of spherical silica particles into MCM-41 when materials were left too long in the mother solution.24 These “worm-like” fibers of MCM-41 contributed to the obtention of a highly ordered MCM-41 (SBET = 1210 m2 g−1, V = 1.00 mL g−1, DBJH = 2.8 nm). The kinetic of our pseudomophic transformation was faster although Alyosef et al.25 were using a silica from RH of similar surface area (313 m2 g−1) with similar molar ratio of reactants. The difference comes from RH acidic pretreatment, which was for Alyosef et al.25 hot citric acid and led to smaller macropores (0.2–5 μm)25 in silica particles in comparison to the macropores of 5–10 μm obtained in the present study (Fig. 1). Hence, the presence of larger macropores in the parent silica favors the diffusion of the reactants (C18TAB and NaOH) leading to a faster pseudomorphic transformation. Textural characterizations of MCM-41 obtained by Alyosef et al.25 were performed on calcined MCM-41 materials, no surfactant extraction by solvents was attempted.
XRD patterns of as-synthesized and extracted MCM-41@NH2(1/39) (Fig. 6) show highly ordered hexagonal structures as purely siliceous MCM-41 (Fig. 5). The extraction does not affect the cell parameter, which remains at a = 5.2 nm (Table 3). TEM images of extracted MCM-41@NH2(1/39) confirms that the highly ordered hexagonal structure is preserved during the surface modification with APTES. N2 sorption isotherm at 77 K of extracted MCM-41@NH2(1/39) shows a decrease of the specific surface area (from 823 to 514 m2 g−1) and pore volume (from 0.77 to 0.49 mL g−1) in comparison to MCM-41 (Fig. 6 and Table 3). The CBET parameter decreases (CBET = 71) demonstrating the presence of organic matter at the surface of the mesopores.36 The N2 adsorption step is less sharp than the one of MCM-41 suggesting a slightly broader pore size distribution due the presence of organic chains at the surface of the pores. The inflexion of the N2 adsorption step is occurring at a slightly lower relative pressure p/p0 = 0.397 instead of p/p0 = 0.407 for MCM-41, indicating that the mesopore diameter is slightly smaller than in MCM-41 due to the surface functionalization with NH2 groups. It is difficult to precisely determine the exact value of pore diameter for organo-functionalized materials based on nitrogen adsorption. For mesoporous materials with surface totally covered by octyl-grafted chains (CBET = 20), it was suggested that the more accurate value of pore diameter was the average between pore diameter obtained by BdB and BJH methods.55 For extracted MCM-41@NH2(1/39), DBdB is 4.1 nm and DBJH is 3.14 nm giving an average value of D = 3.62 nm. Hence mesopore diameter of extracted MCM-41@NH2(1/39) should be between 3.6 < D < 4.1 nm.
N2 sorption isotherms at 77 K of all extracted 1AA- and 3AA-MCM-41(1/39) are equivalent and exhibit similar shape as the one of MCM-41, with a straight adsorption step. Slightly lower pore volumes (0.60–0.65 mL g−1) and surface areas (680–720 m2 g−1) are obtained due to the presence of organic functions (Fig. 8 and Table 3). The pore volumes and surface areas are larger than the one of aminoproyl-functionalized MCM-41 and the shape of the isotherm is different. N2 sorption isotherm at 77 K of extracted 3AA-MCM-41(1/19) shows the lowest surface area and pore volume due to the increase of organosilane amount used in the synthesis, but remain larger than the surface area and pore volume of aminoproyl-functionalized MCM-41. This suggests a lower density of organic functions with AA-triethoxysilane at the surface of the materials in comparison to APTES.
The CBET parameter of MCM-41@1AA-Leu(1/39) has a CBET parameter close to the one of MCM-41@NH2(1/39) (CBET = 71) demonstrating clearly the presence of organic matter at the surface of the pore. MCM-41@1AA-Tyr(1/39) and MCM-41@1AA-Ser(1/39) have CBET parameter (CBET = 86–89) closed to the one of MCM-41 (CBET = 91) (Table 3), indicating either that very few organic functions were grafted on the surface of the mesopores or that their amino group strongly interact with the surface silanols and that their OH groups interact with N2 as silanol does (Scheme 2).
![]() | ||
Scheme 2 Schematic representation of aminopropyl- and AA-functionalized MCM-41 to explain CBET parameter values of nitrogen sorption isotherms at 77 K. |
For MCM-41@3AA(1/39) featuring the 3 AA, the CBET parameter are close to the one of MCM-41@1AA-Leu(1/39) (CBET = 75) indicating that OH functions of Ser and Tyr are not pointing to the interior of the pores. This suggests that when using AA mixture in the synthesis, the different AA are closed and interact between them for example by hydrogen bond between the active groups of the amide function of two different AA (Scheme 2). Similar interactions may be drawn between Tyr and Leu or Ser and Tyr. For larger amount of grafted AA, MCM-41@3AA(1/19) features a lower CBET (CBET = 59) indicating that a larger amount of organic functions are present at the surface of the pores.
Surfactant of as-synthesized MCM-41 (1.14 g) was extracted with EtOH/NH4NO3 solution at 60 °C, which leads to a final weight of extracted-MCM-41 of 0.70 g (Table S1, ESI†). This surfactant extraction starts by a cationic exchange between C18TMA+ and NH4+.43 TGA curve of extracted MCM-41 with this protocol of extraction was not shown previously in literature.43 TGA of extracted MCM-41 (Fig. 9) features three distinct stages of weight loss: 4.3 wt% between 25 and 150 due to the water desorption, 2.6 wt% between 150 and 400 °C, which could be attributed to some residual C18TMA+ in comparison to TGA of MCM-41 (Fig. S5, ESI†), 5.5 wt% of organics between 400 and 650 °C, followed by a slight progressive decrease of 1.4 wt% until 900 °C due to dehydroxylation of silica. At 900 °C the remaining mass corresponds to 85 wt% of dehydroxylated silica. To understand what could be the organic species decomposing between 400 and 650 °C, a comparison of TGA and elemental analysis (EA) results (Table S2, ESI†) was performed.
By EA (Table S2, ESI†), the amount of C is 5.15 wt%, and corresponds for 100 g of material to 0.429 mol C. In C18TMA+ surfactant, there is 21 C. Hence, EA would correspond to 0.020 mol of C18TMA+, and consequently 0.020 mol of N. However, the amount of N found by EA is 1.71 wt%, which corresponds for 100 g of material to 0.122 mol N. Therefore, there is another source of N, which could be NH4+ coming from the cation exchange with C18TMA+ and would amount for 0.102 mol of NH4+. Furthermore, 0.20 mol of C18TMA+ should lead to a weight loss in TGA of 6.4 wt%, which is not possible as the maximum weight loss for C18TMA+ between 150–400 °C is 2.6 wt%. Hence, there is also another source of C, which could be some ethoxy groups grafted on silanols at the surface of the silica coming from the surfactant extraction in EtOH at 60 °C.
By TGA, residual C18TMA+ corresponds to a weight loss of 2.6 wt%, hence for 100 g of material there is 0.0083 mol of C18TMA+, so 0.0083 mol of N corresponding to 0.116 g of N and 0.1746 mol C corresponding to 2.096 g of C. By EA, the total amount of N is 0.122 mol, so by difference, the amount of N of NH4+ should be 0.1138 mol which would correspond to a weight loss of NH3 in TGA of 1.935 g. By EA, the total amount of C is 5.15 g of C, so by difference with the amount of C of C18TMA+ (2.096 g of C), there should be 3.054 g of C coming from 0.1272 mol of grafted ethoxy groups, which would correspond to a weight loss of ethylene (thermal decomposition of ethyl group) in TGA of 3.563 g. The weight loss corresponding to the degradation of NH4+ and of grafted ethoxy groups should be 5.498 g. This value is in agreement with the weight loss (5.51 wt%) experimentally observed in TGA between 400–650 °C. Hence, extracted-MCM-41 is mainly under the form NH4-MCM-41 with an empirical formula of (NH4)0.080C18TMA0.0059(EtO)0.090SiO2. This formula corresponds to 95% of surfactant extraction, which is in agreement with what was previously observed in literature with 97% of surfactant extraction for purely siliceous MCM-41 after 3 extractions with EtOH/NH4NO3 solution.43
In literature, it was also shown that the first extraction was leading to 66% of surfactant extraction for purely siliceous MCM-41, whereas 100% surfactant extraction was obtained after 15 min for Al-MCM-41 with Si/Al = 1.25.43 This method of extraction was more efficient for Al-MCM-41 and the efficiency increased with the increase of Al content in MCM-41. The fact that it is more difficult to extract surfactants in purely siliceous MCM-41 in comparison to Al-MCM-41 is surprising, as stronger electrostatic interactions are expected between positively charged ammonium cations and negatively charged aluminosilicates in comparison to silanols. However, it was previously shown by EPR that purely siliceous MCM-41 contained a certain percentage of surfactants in strong interaction with the surface, which increased with the chain length of the surfactant (or the mesopore diameter) and was of 50 and 68% for C16TMA+, C18TMA+, respectively.57 It was concluded that in MCM-41, featuring hexagonal mesopore section52,58 the surfactant in strong interactions was localized on the hydrophilic sides of the hexagon, and the ones in weak interactions in the hydrophobic corners. We can propose a scheme (Fig. 10) to explain the difficulty to extract surfactants from purely siliceous MCM-41. During MCM-41 formation, silicates surround the quaternary ammonium head groups of the surfactants leading to the formation of some silicate shell around the head groups. These silicate/surfactant species arrange into micelles, extend to their maximum diameter and then length perpendicularly and in the same times organize into hexagonal arrays.59 The head group ((CH3)N+(CH2–)) of the surfactants protrudes inside the walls of MCM-41 forming some “cavities” of ∼0.4–0.5 nm diameter (Fig. 10). The total length of C18TMA+ is 2.601 nm,60 and the C17 chain inside the pore would then exhibit 2.14 nm length, in accordance with a mesopore diameter DBdB of 4.2 nm (Table 3). We propose that during surfactants extraction, NH4+ cations replace the surfactant head groups and get trapped in those cavities.
Twenty years ago, there was a strong debate about the surface roughness of MCM-41. The existence of strong heterogeneities inside the pore walls was suspected, which was qualified as pore walls not totally smooth, with a surface micro-roughness leading to a masked microporosity, with significant micropore filling for adsorbate of kinetic diameter <0.5 nm.61 In the scheme we proposed, cavities with low depth could effectively account for a masked microporosity for nitrogen adsorption62 and hyperpolarized 129Xe NMR63,64 as it is the case for SBA-15 materials synthesized at 100–110 °C. Some models simulating XRD and TEM data revealed the possible existence of some cavities in MCM-41 walls.52 Adding alumina in the synthesis could prevent the formation of such cavities, as silica environment around the head of surfactant will become more rigid with shorter Si–O–Al bonds, less flexible, with less possible curvature of silico–aluminate bonds. The depth of the cavities might decrease with the increase of Al content. The same scenario could be proposed when amino-functionalized triethoxysilane is added in the synthesis of MCM-41 (see below).
TGA of extracted amino-functionalized (aminopropyl- and AA-functionalized MCM-41) (Fig. 9) does not exhibit the defined weight loss between 400–650 °C observed for extracted MCM-41. Hence, this could indicate that no cavities trapping NH4+ are formed during the pseudomorphic transformation of MCM-41 when amino-functionalized triethoxysilane are added. Amino-functionalized alkoxysilane are very efficient for silica grafting as it does not require the addition of catalysts in contrary to other alkoxysilanes.36 Thanks to its amino group and its bendable alkyl chain, it is a self-catalyst for its condensation and grafting. By promoting silica condensation, it should avoid the formation of a flexible layer of silicates surrounded quaternary ammonium head group, avoiding the formation of cavities in the walls of MCM-41 and leading to smooth pore walls (Fig. 10).
As previously performed for extracted MCM-41, TGA (Fig. 9 and Scheme 3) and EA (Table S2, ESI†) were compared. The quantification of organic functions in organo-functionalized MCM-41 is complex due to the possible presence of lot of organic groups: remaining C18TMA+, presence of NH4+, ethoxy grafted on silanols and the degree of co-condensation of organo-ethoxysilane with silica forming even mono-, bi-, tridentate organo-silanes. The best accordance between TGA and EA is reported in Table 4 and Scheme 3. MCM-41@NH2(1/39) is most probably composed of half bidentate and half monodentate organosilanes with the presence of remaining C18TMA+ and NH4+, which are however in lower amount than in extracted MCM-41. AA-functionalized MCM-41 materials do not exhibit remaining C18TMA+. MCM-41@1AA-Leu(1/39) is composed of 62% of tridentate and 38% of bidentate organosilanes. MCM-41@1AA-Ser(1/39) and MCM-41@1AA-Tyr(1/39) exhibit only tridentate organosilane with additional ethoxy groups grafted on the surface and NH4+ species, respectively.
Materials 100 g | Organic function mol | SiOEta mol | OEtb mol | NH4+ mol | C18TMA+ mol |
---|---|---|---|---|---|
a In TGA, with the increase of temperature, SiOEt groups react with surface silanols to complete tridentate grafting and EtOH is released. b In TGA, degradation of grafted ethoxy groups give ethylene. | |||||
MCM-41 | 0 | 0 | 0.1272 | 0.1138 | 0.0083 |
MCM-41@NH2(1/39) | 0.0522 | 0.0780 | 0 | 0.0772 | 0.0056 |
MCM-41@1AA-Leu(1/39) | 0.0476 | 0.0183 | 0 | 0 | 0 |
MCM-41@1AA-Ser(1/39) | 0.0414 | 0 | 0.0733 | 0 | 0 |
MCM-41@1AA-Tyr(1/39) | 0.0411 | 0 | 0 | 0.0151 | 0 |
By subtracting hydration water and organic functions (Table 4 and Scheme 3) from the yields of extracted materials (Table S1, ESI†), it is possible to calculate the yield of silica during the pseudomorphic transformation. For MCM-41@NH2(1/39), MCM-41@1AA-Leu(1/39), MCM-41@1AA-Ser(1/39) and MCM-41@1AA-Tyr(1/39), the yields in silica are 76, 74, 72, 71%, respectively. These results are in good agreement with the yield of silica in pseudomorphic transformation of MCM-41 (70%). The empirical formula corresponding to the resulting materials are given in Table 5.
Materials | Empirical formula |
---|---|
MCM-41 | SiO2(C18TMA)0.0059 (NH4)0.080 (OEt)0.090 |
MCM-41@NH2(1/39) | SiO2(C3NH2)0.037 (C18TMA)0.0039 (NH4)0.054 (SiOEt)0.078 |
MCM-41@1AA-Leu(1/39) | SiO2(Leu)0.034 (SiOEt)0.013 |
MCM-41@1AA-Ser(1/39) | SiO2(Ser)0.029 (OEt)0.050 |
MCM-41@1AA-Tyr(1/39) | SiO2(Tyr)0.030 (NH4)0.011 |
MCM-41@3AA(1/39) | SiO2(Leu)0.0144 (Ser)0.0144 (Tyr)0.0043 (NH4)0.01152 |
MCM-41@3AA(1/19) | SiO2(Leu)0.020 (Ser)0.020 (OEt)0.044 |
For the material MCM-41@3AA(1/39) synthesized with the mixture of 3 AA (1/3, 1/3, 1/3), TGA shows that the weight loss of hydration water (25–150 °C) is 4.57%, the weight of organics between 150–650 °C is 10.18%, and the remaining 83.3% is SiO2 (Fig. 9). EA gives 5.08% C and 2.16% N (Table S2, ESI†). The best accordance between TGA and EA is obtained by a total grafting as tridentate species for Leu and Ser-based organo-triethoxysilanes in equal quantity (0.020 mol for 100 g material) and 3 times less for Tyr (0.006 mol Tyr for 100 g materials). Leu and Ser should preferentially form bi-complex as presented in Scheme 2. NH4+ (0.016 mol NH4+ for 100 g material) should be added to fullfill the amount of N found by EA and the total weight loss by TGA. This would correspond to an empirical formula of SiO2(Leu)0.0144 (Ser)0.0144 (Tyr)0.0043 (NH4)0.01152 (Table 5). By removing the weight of organics (AA and NH4+) and hydration water from the final weight of the sample (Table S1, ESI†), the weight of silica is 0.72 g when the synthesis is performed with 1 g of SiO2 from RH. This yields to a transformation of 72% of silica from RH into MCM-41@3AA(1/39), which is in agreement with the yield of silica found in pseudomorphic transformation.
The shape of TGA of MCM-41@3AA(1/19) is closed to the one of MCM-41@3AA(1/39), although the double of AA triethoxysilanes have been used. All triethoxy silane does not participate to the formation of the material. For the material MCM-41@3AA(1/19) synthesized with the mixture of 3 AA (1/3, 1/3, 1/3), TGA shows that the weight loss of hydration water (25–150 °C) is 2%, the weight of organics between 150–600 °C is 13.8%, the dehydroxylation (600–900 °C) is 1.85% and the remaining weight 82.5% is SiO2 (Fig. 9). EA gives 7.05% C and 2.31% N (Table S2, ESI†). The best accordance between TGA and EA is obtained for bidentate species of Leu and Ser-based AA-triethoxysilanes in equal quantity (0.0275 mol for 100 g material) with no presence of Tyr and 0.0604 mol of (Si)OEt. For larger amount of AA, AA derivates from Tyr should be preferentially excluded due to steric hindrance in the bi-complex formation in comparison to the other AA (Scheme 2). This would correspond to an empirical formula of SiO2(Leu)0.020(Ser)0.020(OEt)0.044 (Table 5). By removing the weight of organics (AA and (Si)OEt) and hydration water from the final weight of the sample (Table S1, ESI†), the weight of silica is 0.72 g when the synthesis is performed with 1 g of SiO2 from RH. This yields to a transformation of 72% of silica from RH into MCM-41@3AA(1/19), which is in agreement with the yield of silica found in pseudomorphic transformation.
AA-functionalized MCM-41 materials could be used for proteins separation as it was performed with silica capillaries grafted with similar AA-triethoxysilanes in capillary electrophoresis.66 Therefore, AA-functionalized MCM-41 were tested in proteins separation by size exclusion chromatography (Fig. 12 and Fig. S8, ESI†) using mobile phase of water/ACN 98/2 (v/v) and a mixture of proteins of different hydrodynamic diameters (Dh): BSA (Dh = 7.2 nm), carbonic anhydrase (AC) (Dh = 4.2 nm), myoglobin (Dh = 3.8 nm), lysozyme (Dh = 3.4 nm).
BSA with the largest hydrodynamic diameter was not retained by the materials and get out the column with the dead volume, as Dh (7.2 nm) is larger than the mesopore diameter (∼4 nm) of MCM-41 type materials. AA-functionalized MCM-41, as well as MCM-41 and MCM-41@NH2 retain the proteins with hydrodynamic diameter (3.4 < Dh < 4.2 nm) smaller or equal to the mesopore diameter of the materials (3.8 < DBDB < 4.2 nm) (Table 3). Owing to to this result, the BdB method to determine mesopore diameter is more appropriate than the BJH method for AA-functionalized MCM-41 as DBJH gave mesopore diameter values of 2.8–3.1 nm, too small to accommodate the proteins.
The retention factor of the proteins in the materials increases with the decrease of the hydrodynamic diameter of the proteins (Fig. 12). The selectivity between proteins is similar for all materials: α1 = kLys/kAC ∼ 4.5 and α2 = kLys/kMyo ∼ 2 (Table S3, ESI†). For AC with Dh = 4.2 nm, the retention factors are similar (k ∼ 1) for all the materials (Fig. S8, ESI†), indicating that AC is adsorbed at the entrance of the mesopores. For Lysozyme with Dh = 3.4 nm, except for two materials MCM-41@NH2(1/39) and MCM-41@3AA(1/39), retention factor increases with the decrease of mesopore diameter (Fig. S8, ESI†), indicating that the protein is adsorbed inside the mesopores and get more trapped when the mesopores are smaller. For Myoglobin with Dh = 3.8 nm, similar trend as Lysozyme is observed.
Protein adsorption on solid surface is driven by a combination of different contributions such as mesopore diameter, but also electrostatic forces, hydrophobic effect and rearrangement of the tertiary structure at the surface of the material.67 The hydrophobicity nature of the surface of the materials can be deduced from the value of CBET parameter obtained by nitrogen adsorption (Table 3). Indeed, for a hydrophilic surface as hydroxylated silica CBET = 100, and CBET decreases when the surface hydrophobicity increases to reach an optimum of CBET = 20 for highly hydrophobic surface, such as totally grafted silica with octyldimethyl silane.36 Hydrophobicity could have also an impact of the retention factor. The analysis of the retention factors as a function of CBET parameter (Fig. S8, ESI†) showed that a more hydrophobic surface (lower CBET parameter) led to an increase of retention factor, except for MCM-41@NH2(1/39).
The exception found with MCM-41@NH2(1/39) with lower retention times for proteins than for the other materials is certainly coming from electrostatic forces leading to repulsion. Indeed the conjugate acid of an amine has a pKa of ∼9.5 and propylamino group is therefore positively charge at pH 6.5 and is under the form NH3+, whereas the the conjugate acid of an amide has a pKa of ∼ −0.5 and therefore amide derivatives of AA (Leu, Ser, Tyr) at pH 6.5 are majoritary under their neutral form (CO, NH2) or in less extend under zwitterionic structure (C–O−,
NH2+). The charge of the proteins at pH 6.5 is given by their isoelectric point (pI). The proteins, such as AC (pI = 6.1) and Myoglobin (pI = 6.2) are almost neutral at pH 6.5, only slightly negatively charged. BSA (pI = 4.5) is negatively charged and Lyzosyme (pI = 9.7) is positively charged. Lysozyme and MCM-41@NH2(1/39) should show strong repulsion and it is effectively what is observed with the lowest retention factor for Lysozyme adsorbed in MCM-41@NH2(1/39) in comparison to the other materials (Fig. S8, ESI†). However, lowest retention factors are also obtained for AC and Myoglobin adsorbed on MCM-41@NH2(1/39). Some positive charge present on these proteins should lead to repulsion, although the global charge is neutral or slightly negative.
These observations mean that electrostatic interactions are not the driving force for the initial phase of interaction, but that mesopore diameter of the materials are the main driving force followed by the hydrophobic effect. Hydrophobicity is a usual factor that explains that proteins adsorb on hydrophobic surfaces under unfavorable electrostatic conditions, i.e. when surface and protein bear the same charge sign or are both neutral (Table S4, ESI†).67
In conclusion, the highest retention factors for proteins (k = 1.4 for AC, k = 3 for myoglobin, k = 6 for lysozyme) were obtained with MCM-41@3AA(1/19) synthesized with the highest amount of AA, featuring the smallest mesopore diameter (DBDB = 3.8 nm) and the highest hydrophobic character (CBET = 59). Similar retention times were obtained with MCM-41@3AA(1/19) for the separation of a mixture of two proteins including BSA (Fig. S9, ESI†), showing that proteins adsorb individually with no synergy between them. Silica from RH does not retain any proteins (Fig. S9, ESI†). This demonstrates the importance to perform the transformation of non-ordered silica into MCM-41 with homogeneous mesopores diameter and to functionalize the materials with AA for a more efficient protein separations.
This approach of valorizing a biogenic silica source highlights the technical advantages of these materials compared to mineral silica or commercial molecular precursors. The use of this bio-sourced silica can be extended to other materials such as functional nanoparticles, mixed oxides and zeolites in different domains i.e. health, energy and environment. Furthermore, it opens up new perspectives regarding the increasing integration of environmental assessments, particularly carbon footprint considerations.
Footnote |
† Electronic supplementary information (ESI) available. See DOI: https://doi.org/10.1039/d4nj00715h |
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