2005
DOI: 10.1016/j.jconrel.2005.08.024
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Development of novel sustained-release system, disintegration-controlled matrix tablet (DCMT) with solid dispersion granules of nilvadipine

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Cited by 68 publications
(43 citation statements)
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“…22,30 The drug release depends upon: adsorption through the nanoparticles matrix, diffusion through the nanoparticles matrix, particles erosion, a combined erosion and diffusion process and polymer degradation (chemical or enzymatic hydrolysis). The application of the correct mathematical model allows us to analyze about release rate, points of dissolution change and mechanisms of drug release.…”
Section: X-rays Diffraction Profile Obtained From Naproxen (A) Empmentioning
confidence: 99%
“…22,30 The drug release depends upon: adsorption through the nanoparticles matrix, diffusion through the nanoparticles matrix, particles erosion, a combined erosion and diffusion process and polymer degradation (chemical or enzymatic hydrolysis). The application of the correct mathematical model allows us to analyze about release rate, points of dissolution change and mechanisms of drug release.…”
Section: X-rays Diffraction Profile Obtained From Naproxen (A) Empmentioning
confidence: 99%
“…The release data were fitted using the mathematical models of zero order, first order, Higuchi, Hixon-Crowell, square root of mass, three seconds root of mass, and Baker-Lonsdale. Zero-order kinetics can be used to describe the drug release from several types of delivery systems such as matrix tablets for drugs with low solubility 44 and osmotic systems where drug release would be directly proportional to time. The first-order model describes the release profile from the delivery systems containing drugs dispersed in porous matrices where drugs would be released at rates proportional to the amount of drug remaining in the interior of the delivery system.…”
Section: Discussionmentioning
confidence: 99%
“…pharmaceutical dosage form; Qr is the amount of drug remaining as a solid state at time t; Mt/M ∞ is the fraction of drug released; K 1 , K H and K S are, respectively the first order, the Higuchi's and the Hixson-Crowell's release constants; and n the release exponent that indicates of the mechanism of release. [35][36][37][38][39][40] The Hixson-Crowell model assumes that the drug release is limited by the dissolution rate of the particles, and not by diffusion through the polymer matrix, 37 and the Higuchi model able to describe the release of soluble or poorly soluble drug in water from a semi-solid or solid matrix system. 35 Therefore, the value of n was used by Peppas 40 in order to characterize the various release mechanisms.…”
Section: Release Mechanisms and Mathematical Analysismentioning
confidence: 99%