| Literature DB >> 35541818 |
Askar K Gatiatulin1, Viktoria Yu Osel'skaya1, Marat A Ziganshin1, Valery V Gorbatchuk1.
Abstract
Hydration history was found to control the inclusion capacity of α-cyclodextrin (aCD) for volatile organic guests, so that its level may be switched from zero to the stoichiometric value and back by the variation of aCD hydration/dehydration order and direction. Such variation of the inclusion capacity is caused by the balance of two water roles: the activation of guest inclusion and guest/water competition. These observed concurrent roles and the cooperativity of guest inclusion and hydration make possible the smart tuning of the guest inclusion by the subtle change of preparation procedure. Depending on the hydration history, aCD was shown to form hydrates with the same water contents but different packing types and different kinetics of dehydration, which correlates with their different inclusion capacities for organic guests. This correlation reveals how the "high-energy" and "low-energy" water works in the guest inclusion by aCD, which may be relevant for other cyclodextrins and hydrophilic receptors of biomimetic and biological natures. The results can help to rationalize the technologies of producing various inclusion compounds of cyclodextrins. This journal is © The Royal Society of Chemistry.Entities:
Year: 2019 PMID: 35541818 PMCID: PMC9075746 DOI: 10.1039/c9ra08710a
Source DB: PubMed Journal: RSC Adv ISSN: 2046-2069 Impact factor: 4.036
Fig. 1Structure of α-cyclodextrin (aCD).
Fig. 2Scheme of guest inclusion by aCD with different hydrations and hydration histories.
Fig. 3Curves of TG/MS analysis for clathrates prepared by saturation of aCD hexahydrate with guest vapors in the absence of desiccant (a) aCD·1.0EtOH·3.5H2O and (b) aCD·0.3n-C3H7OH·5H2O; and in the presence of desiccant (c) aCD·1.0CH2Cl2·2.0H2O and (d) aCD·1.1EtCN·3.6H2O.
Data of TG/MS analysis for clathrates prepared by saturation of aCD hexahydrate
| Guest | Inclusion compound | Δ |
|
|---|---|---|---|
|
| |||
| CH3OH | aCD·2.2CH3OH·2.3H2O | 10.2 | 124 |
| C2H5OH | aCD·1.0C2H5OH·3.5H2O | 10.0 | 191 |
|
| aCD·0.3 | 8.8 | 190 |
| (CH3)2CO | aCD·0.2(CH3)2CO·3.5H2O | 9.4 | 164 |
|
| |||
| CH2Cl2 | aCD·1.0CH2Cl2·2.0H2O | 11.5 | 215 |
| CH3NO2 | aCD·1.0CH3NO2·3.0H2O | 10.6 | 187 |
| C2H5CN | aCD·1.1C2H5CN·3.6H2O | 11.4 | 220 |
|
| aCD·1.1 | 10.7 | 215 |
| (CH3)2CO | aCD·1.3(CH3)2CO·2.7H2O | 11.4 | 101; 152 |
Clathrate composition is determined from TG/MS data.
T max is a peak point of organic guest release on its MS curve. The error of water contents determination in ternary clathrates is ±0.6 mol per mol aCD.
Fig. 4Sorption isotherm of 1-propanol by initially anhydrous aCD and bCD for simultaneous sorption of guest and water at constant guest/water molar ratio 1 : 17. T = 298 K. The lines are drawn to guide the eye. The bCD isotherm is from ref. 8.
Fig. 5Vapor sorption isotherms of (a) acetone, (b) nitromethane, (c) 1-propanol, (d) propionitrile, (e) dichloromethane on aCD tetrahydrate A (solid lines) and (a′–d′) on dry aCD of the same guests, respectively, from ref. 18 (dashed lines). Lines are drawn to the guide of eye. Dotted lines correspond to a partial formation of guest–water solution.
Data of TG/MS analysis for clathrates prepared by saturation of aCD tetrahydrates
| Guest | Inclusion compound | Δ |
|
|
|---|---|---|---|---|
|
| ||||
| CH2Cl2 | aCD·0.4CH2Cl2·3.0H2O | 8.5 | 210 | 0.6 |
| CH3NO2 | aCD·1.4CH3NO2·2.0H2O | 11.6 | 102; 188 | 1.5 |
| C2H5CN | aCD·0.9C2H5CN·3.8H2O | 10.9 | 216 | 1.1 |
|
| aCD·0.9 | 12.1 | 215 | 0.6 (0.69) |
| (CH3)2CO | aCD·1.2(CH3)2CO·2.3H2O | 10.3 | 147 | 0.4 (0.47) |
|
| ||||
| CH2Cl2 | aCD·0.3CH2Cl2·4.0H2O | 8.7 | 170 | |
| CH3NO2 | aCD·0.6CH3NO2·4.5H2O | 10.6 | 113; 175 | |
| C2H5CN | aCD·1.0C2H5CN·4.1H2O | 11.7 | 199 | |
|
| aCD·0.5 | 10.3 | 196 | |
| (CH3)2CO | aCD·0.3(CH3)2CO·4.0H2O | 8.6 | 178 | |
Clathrate composition calculated from TG/MS data; benzene is not included both by A and B, ESI.
T max is a peak point of organic guest release on MS curves.
S HSGC is guest contents in aCD clathrates corresponding to the saturation parts of sorption isotherms determined by HSGC with the guest activity P/P0 given in brackets if below unity. The error of water contents determination in ternary clathrates by TG/MS method is ±0.5 mol per mol aCD.
Fig. 6Curves of TG/MS analysis for clathrates: (a) aCD·1.4CH3NO2·2.0H2O and (b) aCD·0.4CH2Cl2·3.0H2O prepared by saturation of tetrahydrate A; (c) aCD·0.3CH2Cl2·4.0H2O prepared by saturation of tetrahydrate B.
Parameters of the aCD crystal packings and typical powder diffractograms
| Packing type | Cell volume, Å3 | Cell volume per 1 aCD, Å3 | Characteristic peaks (2 |
|---|---|---|---|
| Form I | 4792.97 ( | 1198.24 | 5.1, 13.4, 14.2, 21.5 |
| Form III | 5065.62 ( | 1266.41 | 4.7, 13.2, 22.1 |
| Form IIIa | 3787.41 | 946.85 | 4.9, 13.7, 16.0 |
| Columnar | 2646.30 ( | 1323.15 | 7.4, 12.9, 19.8 |
The indexation data are given in ESI.
Fig. 7X-ray powder diffractograms for (a) aCD·1.3(CH3)2CO·2.7H2O clathrate prepared in “aCD hexahydrate + desiccant + guest” system; (b) aCD·1.2(CH3)2CO·2.3H2O from tetrahydrate A; (c) aCD·1.1EtCN·3.6H2O prepared in “aCD hexahydrate + desiccant + guest” system; (d) aCD·1.1n-PrOH·3.0H2O clathrate prepared in “hexahydrate + desiccant + guest” system; (e) anhydrous aCD;[18] (f) tetrahydrate A; (g) tetrahydrate B; (h) saturated aCD hexahydrate;[18] (i) aCD·0.3CH2Cl2·4.0H2O from tetrahydrate B; (j) aCD·0.9n-PrOH·4.3H2O from tetrahydrate A; (k) aCD·0.6CH3NO2·4.5H2O from tetrahydrate B; (l) aCD·5.9H2O after equilibration with CH3NO2 vapor; (m) aCD·5.9H2O after equilibration with EtCN vapor.
Fig. 8Schematic presentation of aCD crystal packing types prepared by saturation of aCD hydrates with various guest vapors (colored arrows). The branched arrows indicate the mixture of two packing forms. Included guests are not shown in schematic packings.
Enthalpies and activation energies of thermal decomposition for tetrahydrates A and B with different hydration histories and for their inclusion compounds with propionitrile
| Guest | Δ |
| |||
|---|---|---|---|---|---|
| Friedman | Ozawa–Flynn–Wall | Best fitting model | |||
| Tetrahydrate A | H2O | 48 ± 3 | 74 ± 12 | 74 ± 9 | 79 (An) |
| Tetrahydrate B | H2O | 48 ± 3 | 47 ± 16 | 49 ± 12 | 52 (CnB) |
| aCD·0.9EtCN·3.8H2O (from A) | H2O | 52 ± 4 | 69 ± 17 | 68 ± 7 | 66 (Fn) |
| EtCN | (58 ± 4) | 107 − 159 | 106 − 138 | 117 (D1F) | |
| aCD·1.0EtCN·4.1H2O (from B) | H2O | 54 ± 8 | 56 ± 13 | 56 ± 12 | 58 (CnB) |
| EtCN | (61 ± 8) | 113 − 171 | 90 − 145 | 127 (An) | |
Kinetic model codes: An — Avrami–Erofeev n-dimensional nucleation, CnB — reaction of nth order with autocatalysis by product, Fn — reaction of nth order, D1F — one-dimensional diffusion by Fick's law. More detailed kinetic parameters are given in ESI.
Data from ref. 18.
Inclusion compound loses water in the first step and propionitrile in the second step of thermal decomposition.
Dehydration is overlapped partially by EtCN release, and ΔHdehydr is calculated by subtracting the contribution of EtCN in the first step according to the MS curves for this guest and water, ESI.