Abstract
An approximate analytical solution of moving boundary problem for diffusion release of drug from a cylinder polymeric matrix was obtained by use of refined integral method. The release kinetics has been analyzed for non-erodible matrices with perfect sink condition. The formulas of the moving boundary and the fractional drug release were given. The moving boundary and the fractional drug release have been calculated at various drug loading levels, and the calculated results were in good agreement with those of experiments. The comparison of the moving boundary in spherical, cylinder, planar matrices has been completed. An approximate formula for estimating the available release time was presented. These results are useful for the clinic experiments. This investigation provides a new theoretical tool for studying the diffusion release of drug from a cylinder polymeric matrix and designing the controlled released drug.
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Paper from Wu Wang-yi, Member of Editorial Committee, AMM
Foundation item: the National Natural Science Foundation of China (10002003); Foundation for University Key Teacher by the Ministry of Education
Biographies: Tan Wen-chang (1966-), Associate Professor, Doctor; Wu Wang-yi(1933-), Professor, Supervisor of Ph D Candidates
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Wen-chang, T., Wang-yi, W., Zong-yi, Y. et al. Moving boundary problem for diffusion release of drug from a cylinder polymeric matrix. Appl Math Mech 22, 379–384 (2001). https://doi.org/10.1007/BF02438303
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DOI: https://doi.org/10.1007/BF02438303