Numerical simulations improved concentration in mass transport through polymeric membranes, indicating enhanced drug delivery.
Key Points
Time-variable Riesz fractional derivative improves mass transport modeling accuracy, and presents new insights for drug delivery.
Numerical simulations showed significant improvements in concentration modeling through polymeric membranes using finite element and difference methods.
Error analysis supported the stability of the fractional derivative approach in the mass transport problem.
Findings suggest that time-varying derivatives outperform classical diffusion models for more accurate predictions.