| Literature DB >> 30717471 |
Fei Han1, Wei Zhang2, Ying Wang3,4, Ziyue Xi5, Lu Chen6, Sanming Li7, Lu Xu8.
Abstract
In this study, supercritical fluid (SCF) technology was applied to prepare reliable solid dispersions of pharmaceutical compounds with limited bioavailability using ibuprofen (IBU) as a model compound. Solid-state characterization of the dispersions was conducted by differential scanning calorimetry (DSC), powder X-ray diffraction (PXRD), and scanning electron microscopy (SEM). The PXRD and DSC results suggested that the amorphous form of IBU was maintained in the solid dispersions. Furthermore, in vitro dissolution and in vivo pharmacokinetic (PK) studies in rats were also performed. The dissolution performance of the SCF-prepared IBU dispersions was significantly improved compared to that of the physical mixtures of crystalline IBU and a polymer. In addition, the PK results revealed that the SCF-prepared IBU dispersions produced remarkably high blood drug concentrations (both the AUC and Cmax) and a rapid absorption rate (Tmax). Finally, molecular modeling was used to evaluate the binding energy of interactions between IBU and the polymers. The negative binding energy suggests a relatively stable system. Hence, SCF technology can be used as a very effective approach to prepare IBU solid dispersions with good physical stability and enhanced in vitro and in vivo performance.Entities:
Keywords: bioavailability; ibuprofen; solid dispersion; supercritical fluid
Year: 2019 PMID: 30717471 PMCID: PMC6409573 DOI: 10.3390/pharmaceutics11020067
Source DB: PubMed Journal: Pharmaceutics ISSN: 1999-4923 Impact factor: 6.321
Scheme 1Flow chart of supercritical fluid technology.
Cumulative percentage of drug release from carriers at different conditions (reaction pressure, reaction time, drug-to-carrier ratio).
| Group | Pressure (MPa) | Reaction Time (h) | Drug-to-Carrier Ratio | Cumulative Percentage of Drug Release (%) |
|---|---|---|---|---|
| 1 | 20 | 6 | 1:5 | 73.21 |
| 2 | 20 | 12 | 1:5 | 80.44 |
| 3 | 20 | 18 | 1:5 | 87.90 |
| 4 | 15 | 18 | 1:5 | 80.58 |
| 5 | 25 | 18 | 1:5 | 91.05 |
| 6 | 20 | 18 | 1:1 | 77.45 |
| 7 | 20 | 18 | 1:3 | 91.45 |
Figure 1Dissolution profiles of Ibuprofen Kollidon CL-SF solid dispersion (IBU-CL-SF SD) systems prepared by the supercritical fluid (SCF) method with different preparation times (A), preparation pressure (B), and ratio (C).
Figure 2SEM images of samples. (A) IBU; (B) Kollidon CL; (C) Kollidon CL-SF; (D) IBU-CL SD; (E) IBU-CL physical mixture (PM); (F) IBU-CL-SF SD. (G) IBU-CL-SF PM. Scale bar is shown in the graph.
Figure 3Powder X-ray diffraction patterns of the IBU-Kollidon different grade PM and SD systems prepared by the SCF method. (A) IBU; (B) IBU-CL PM; (C) IBU-CL SD; (D) IBU-CL-SF PM; (E) IBU-CL-SF SD.
Figure 4Differential scanning calorimetry curves of IBU-CL different grade PM and SD systems prepared by the SCF method (A) IBU; (B) IBU-CL PM; (C) IBU-CL SD; (D) IBU-CL-SF PM; (E) IBU-CL-SF SD.
Figure 5Dissolution profiles of IBU-Kollidon different grade SD systems prepared by the SCF method.
Release rate constants and r2 coefficients obtained from drug release profile based on kinetic equations.
| Equations | IBU-CL SD | IBU-CL-SF SD | IBU | IBU-CL PM | IBU-CL-SF PM |
|---|---|---|---|---|---|
| Zero-order | F = 51.441 + 0.376t | F = 71.947 + 0.266t | F = 2.131 + 0.332t | F = 16.276 + 0.369t | F = 25.417 + 0.288t |
| First-order | F = 78.064 × (1 − e−0.366t) | F = 90.550 × (1 − e−0.862t) | F = 57.736 × (1−e−0.009t) | F = 45.904 × (1−e−0.076t) | F = 44.493 × (1 − e−0.247t) |
| Weibull | F = 100 × {1 − e[− (t^0.294) / 1.873]} | F = 100 × {1 − e[− (t^0.278) / 0.934]} | F= 100 × {1 − e[− (t^0.869) / 128.345]} | F = 100 × {1 − e[− (t^0.410) / 9.318]} | F = 100 × {1 − e[ −(t^0.248) / 4.333]} |
| Makoid-Banakar | F = 39.238 × t0.251 × e−0.004t
| F = 66.349 × t0.135 × e−0.003t
| F = 0.637 × t0.936 × e−0.003t
| F = 8.811 × t0.455 × e−0.004t
| F = 19.688 × t0.244 × e−0.002t
|
| Peppas-Sahlin | F = 26.104 × t0.5 − 1.821t | F = 34.669 × t0.5 − 2.603t | F = 1.237 × t0.5 + 0.223t | F = 8.968 × t0.5 − 0.404t | F =12.862 × t0.5 − 0.794t |
| Korsmeyer-Peppas | F = 45.960 × t0.140
| F = 72.461 × t0.064
| F = 1.020 × t0.766
| F = 11.220 × t0.329
| F = 21.366 × t0.192
|
Figure 6The profiles of mean plasma concentration-time. (Mean ± SD, n = 5, biological replicates). Statistical significance is represented by *** p < 0.001.
Pharmacokinetic parameters of IBU-CL-SF PM and SD systems.
| Parameters | IBU-CL-SF PM | IBU-CL-SF SD |
|---|---|---|
| Cmax (mg/L) | 6.98 ± 0.18 | 20.6 ± 5.4 |
| Tmax (min) | 48 ± 6.7 | 33 ± 12.55 |
| AUC(0–t) (mg/L × min) | 1476.4 ± 411.7 | 3203.7 ± 450.9 |
| MRT(0–t) (min) | 140.5 ± 30.8 | 115.7 ± 23.8 |
Figure 7Docking conformation of ibuprofen complexed with polymers. Ibuprofen is shown in the 3D structure representation (left). Three close-up views of integral and local conformations relevant with the polymer, named Kollidon System and IBU-Kollidon solid dispersion, are displayed with the molecule and polymer shown as stick.
Scheme 2Phase diagram of CO2. A: Critical point; B: Three-phase point.