This review is focussed on modelling the transport processes of different drugs across the
intact human skin by introducing a memory formalism based on the fractional derivative …

In this manuscript, a type of Fokker–Planck equation (FPE) with Caputo–Fabrizio fractional
derivative is considered. We present a numerical approach which is based on the Ritz …

Molecular transport through a composite multilayer membrane is a central process in
transdermal drug delivery (TDD). Classical Fickean approach treats skin as a pseudo …

The classic constitutive equation relating fluid flux to a gradient in potential (pressure head
plus gravitational energy) through a porous medium was discovered by Darcy in the mid …

Pattern formation processes in non-integer order systems are increasingly becoming the
subject of activity considered by many scientists and engineers for scenarios associated with …

The complexity of a biological structure, such as membrane where the transport process
may carry solid particles which may obstruct some of the pores, diminishing their size and …

Nanoporous membranes are heterogeneous structures, with heterogeneity manifesting at
the microscale. In examining particle transport through such media, it has been observed …

In this note, we present a simple mathematical model of drug delivery through transdermal
patches by introducing a memory formalism in the classical Fick diffusion equation based on …

The diffusion of drugs across a composite structure such as a biological membrane is a
rather complex phenomenon, because of its inhomogeneous nature, yielding a diffusion rate …

The diffusion of drugs across a composite structure such as a biological membrane is a
rather complex phenomenon, where the assumptions on which the Fick equations are …