| Literature DB >> 23730870 |
Adam J Smith1, Padmini Kavuru, Kapildev K Arora, Sheshanka Kesani, Jun Tan, Michael J Zaworotko, R Douglas Shytle.
Abstract
The most abundant polyphenol in green tea,Entities:
Mesh:
Substances:
Year: 2013 PMID: 23730870 PMCID: PMC3795472 DOI: 10.1021/mp4000794
Source DB: PubMed Journal: Mol Pharm ISSN: 1543-8384 Impact factor: 4.939
Crystallographic Data and Structure Refinement Parameters
| Form II | Form III | Form IV | EGCgINM·5H2O | |
|---|---|---|---|---|
| formula | C22.5H20.5N1.5O12.3Cl0.5 | C28H25NO14 | C22H18O11 | C28H24N2O17 |
| MW | 561.04 | 599.49 | 458.36 | 660.49 |
| crystal system | monoclinic | orthorhombic | monoclinic | monoclinic |
| space group | ||||
| 23.072 (5) | 13.161 (3) | 12.959 (12) | 19.603 (8) | |
| 14.908 (4) | 13.169 (3) | 5.669 (5) | 14.491 (6) | |
| 15.806 (4) | 14.536 (4) | 13.094 (12) | 10.585 (4) | |
| α (deg) | 90 | 90 | 90 | 90 |
| β (deg) | 103.44 (2) | 90 | 107.276 (13) | 92.089 (7) |
| γ (deg) | 90 | 90 | 90 | 90 |
| 5288.1 (2) | 2519.4 (11) | 918.6 | 3005 (2) | |
| 1.409 | 1.581 | 1.657 | 1.460 | |
| 8 | 4 | 2 | 4 | |
| 2θ range | 2.87–67.72 | 2.09–25.35 | 1.65–25.35 | 1.75–25.02 |
| 6591/830 | 4602/488 | 1854/370 | 4761/429 | |
| 100 (2) | 100 (2) | 100 (2) | 298 (2) | |
| 0.0596 | 0.0356 | 0.0384 | 0.0671 | |
| 0.1624 | 0.0865 | 0.0872 | 0.1782 | |
| GOF | 1.092 | 1.009 | 1.019 | 0.971 |
| abs coef. | 1.407 | 0.129 | 0.135 | 0.124 |
Figure 1Graphical representation of the new EGCg crystal forms.
Figure 2(a) EGCg molecules in Form II forming sheets with channels. (b) A typical channel being occupied by solvent molecules in Form II.
Figure 3(a) Illustration of a representative sheet formed by EGCg and water molecules in Form III. (b) Nitrobenzene molecule sandwiched between sheets of EGCg and water molecules in Form III.
Figure 4(a) Crystal packing of Form IV; crinkled sheets with cavities were created via several O–H···O H-bonds. (b) Self-interpenetrated 3D structure of Form IV.
Figure 5Intermolecular H-bonding between EGCg and INM molecules. Water molecules are removed for clarity.
Figure 6(a) Asymmetric unit of EGCgNIC·9H2O cocrystal. (b) H-bonding between EGCg and NIC molecules.
Figure 7Crystal packing in EGCg·INA·3H2O.
Figure 8Illustration hydrogen bonding between EGCg and NAC molecules in EGCgNAC·xH2O cocrystal (water molecules are not shown in the figure for clarity).
Figure 9Dissolution profiles of (a) EGCg and its cocrystals and (b) the cocrystals alone in water.
Aqueous Solubilities of EGCg and Its Cocrystals
| compound | aqueous solubility after 4 h (mg/mL) |
|---|---|
| EGCg | 23.60 |
| EGCgINM·5H2O | 1.32 |
| EGCgNIC·9H2O | 2.90 |
| EGCgINA·3H2O | 0.94 |
| EGCgINA | 1.23 |
| EGCgNAC· | NA |
Figure 10Pharmacokinetic profiles (mean plasma concentration + SEM versus time). The solid line in each panel represents the indicated EGCg cocrystal. The dashed lines are the EGCg control. There were three rats per group (n = 3). ★P < 0.05.
Pharmacokinetic Parameters
| EGCg | EGCgNIC·9H2O | EGCgINM·5H2O | EGCgINA·3H2O | EGCgINA | ||||||
|---|---|---|---|---|---|---|---|---|---|---|
| mean | SD | mean | SD | mean | SD | mean | SD | mean | SD | |
| 7.50 | 2.74 | 20.00 | 10.95 | 30.00 | 0.00 | 30.00 | 24.49 | 160.00 | 61.97 | |
| 341.50 | 247.10 | 188.33 | 106.26 | 125.95 | 67.91 | 347.17 | 236.92 | 167.40 | 84.66 | |
| AUC(0– | 39796.33 | 26318.73 | 22064.75 | 3410.81 | 22636.28 | 9177.62 | 54560.42 | 21954.28 | 41937.08 | 12165.97 |
| 1.00 | NA | 0.55 | NA | 0.57 | NA | 1.37 | NA | 1.05 | NA | |
| HL_Lambda_z (min) | 249.35 | 60.73 | 341.71 | 212.97 | 263.74 | 68.31 | 352.61 | 79.85 | 350.83 | 195.13 |
Due to an insufficient number of data points in the elimination phase of the pharmacokinetic profile, Cmax was included in the Lambda_z calculation during the noncompartmental analysis in WinNonlin.