Drug Release from polymeric platforms: numerical analysis of a second order method on nonuniform grids with low regularity assumptions

Authors

  • Geovan Campos
  • Giuseppe Romanazzi
  • Júlia Silva Silveira Borges
  • José A. Ferreira

Abstract

Polymeric platforms are one of the main devices that has been used for active and passive target drug release due to their optimum control properties. When this device is in contact with a solvent, the fluid enters in the polymer that swells and then a drug dissolution starts. Afterwards, the molecules of the dissolved drug diffuse through the relaxed polymeric structure [1]. Let cl , cd and cs be the solvent, dissolved drug and solid drug concentrations in a spherical polymer of radius R. [...]

Downloads

Download data is not yet available.

Author Biographies

Geovan Campos

IMECC, Universidade Estadual de Campinas, SP

Giuseppe Romanazzi

IMECC, Universidade Estadual de Campinas, SP

Júlia Silva Silveira Borges

CCN, Universidade Federal de São Carlos, SP

José A. Ferreira

DM, Universidade de Coimbra, Portugal

References

J. S. Borges. Numerical Modelling and Analysis of Drug Release from Viscoelastic Polymers. Tese de doutorado. IMECC/UNICAMP, 2019.

J.A. Ferreira e R.D. Grigorie. Supraconvergence and Supercloseness of a Scheme for Elliptic Equations on Nonuniform Grids. Em: Numerical Functional Analysis and Optimization (2006), pp. 539-564.

J. S. Borges, J.A. Ferreira, G. Romanazzi e E. Abreu. Drug release from viscoelastic polymeric matrices - a stable and supraconvergent FDM. Em: Computers and Mathematics with Applications 99 (2021), pp. 257-269.

G. C. M Campos, J.A. Ferreira e G. Romanazzi. Density-pressure IBVP: Numerical analysis, simulation and cell dynamics in a colonic crypt. Em: Applied Mathematics and Computation 424.127037 (2022).

Downloads

Published

2023-12-18