6533b871fe1ef96bd12d1007
RESEARCH PRODUCT
Application of fractal geometry to dissolution kinetic study of a sweetener excipient
A TromelinY. PourcelotG Hautboutsubject
Surface (mathematics)Surface Properties[SPI.GPROC] Engineering Sciences [physics]/Chemical and Process EngineeringPharmaceutical ScienceThermodynamicsMineralogyContext (language use)02 engineering and technologyKinetic energyFractal dimensionExcipientsFractalSaccharin020401 chemical engineeringX-Ray DiffractionMass transfer[SDV.IDA]Life Sciences [q-bio]/Food engineering[SPI.GPROC]Engineering Sciences [physics]/Chemical and Process Engineering0204 chemical engineeringParticle SizeDissolutionComputingMilieux_MISCELLANEOUSChemistry[SDV.IDA] Life Sciences [q-bio]/Food engineering021001 nanoscience & nanotechnologyFractalsMicroscopy Electron ScanningParticle0210 nano-technologydescription
Abstract In the context of relationship study between dissolution kinetic and particle morphology using the fractal geometry tool, we use a commercially available quality of saccharin powder. The characterization of molecular feature and image analysis study allows us to conclude to the statistic self-similarity of particles of four sieved particles size fractions, permitting the fractal approach. Calculation of reactive fractal dimension is performed using two forms of mass transfer equation: −d Q /d t = kQ D R /3 Δ C and −d Q /d t = k′R D R −3 Δ C , with Δ C ={ C f /[ln C s /( C s − C f )]}. Based on comparison of the surface fractal dimension D S on the two values of reactive fractal dimension D R , a dissolution mechanism can be drawn: the dissolution starts at the whole surface of particles and is further governed by digging into holes that involve inner mass of particles. S.E.M. observations confirm this hypothesis. The confrontation between the D R values provided by the two ways of determination is essential for a good prediction of the mechanism.
year | journal | country | edition | language |
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2001-01-01 |