Modified geometry three-layered tablet as a platform for class II drugs zero-order release system
Purpose: To optimize a geometrical design of three-layered tablets for controlling the release of indomethacin (Ind) as a BCS class II model. Methods: The core formulation was optimized to ensure non-disintegrating tablet with a slow release behavior. Three-layered tablets were prepared by a single-...
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Veröffentlicht in: | Tropical journal of pharmaceutical research 2022-07, Vol.16 (8) |
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Sprache: | eng |
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Zusammenfassung: | Purpose: To optimize a geometrical design of three-layered tablets for
controlling the release of indomethacin (Ind) as a BCS class II model.
Methods: The core formulation was optimized to ensure
non-disintegrating tablet with a slow release behavior. Three-layered
tablets were prepared by a single-step direct compression method by
manual feeding of a hydrophobic layer in the bottom followed by Ind
core layer and another hydrophobic layer at the top using 6 and 12 mm
round compression sets. Four batches were prepared, differing only in
either thickness of the drug layer or tablet diameter. A number of
factors were studied, including tablet thickness to diameter ratio and
drug layer surface area. The rate of Ind released was determined using
USP dissolution apparatus I. Results: The optimum drug layer
formulation contained Ind (40%), polyvinylpyrolidone K30 (40 %), and
ethyl cellulose (20 %). The t50% (time taken for 50 % drug release) for
the four three-layered tablet batches with varying diameter to
thickness ratios were in the range of 1.5 to 3.7 h. The diameter to
thickness ratios were in good correlation with % Ind release after 4 h
(R2 = 0.94). It was found that all batches complied with zero order
kinetic model. Conclusion: The new one-compression phase applied in
this study is successful in producing three-layered tablets in a
single-step with very good mechanical attributes. The approach of
designing a controlled release tablet via control of the surface area
of drug release is feasible for non-swelling matrices. |
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ISSN: | 1596-5996 |