A mathematical model is presented for advective-diffusive-reactive solute transport due to
non-Newtonian fluid flows in a fracture surrounded by a tight porous medium. The …

This paper proposes a composite model to investigate the pressure behavior and production
performance of a multi-wing hydraulically fractured multiple fractured vertical well (MFVW) in …

We study the role of a hydraulic fracture on the pressure transient behavior of a vertical well
producing from a bounded (or finite) dual-porosity formation. A combination of Laplace …

Unsteady magnetohydrodynamic flow of Casson fluid over an infinite vertical plate is
examined under ramped temperature and velocity conditions at the wall. Thermal radiation …

Fluid flow in porous media is very important in a wide range of science and engineering
applications. The entire establishment of fluid flow application in porous media is based on …

Numerical inversion is required when Laplace transform cannot be inverted analytically by
manipulating tabled formulas of special cases. However, the numerical inverse Laplace …

We are witnessing the birth of a new variety of pharmacokinetics where non-integer-order
differential equations are employed to study the time course of drugs in the body: this is …

The area of investigation in this study is designed around an improved understanding of
fundamentals of the diffusive leakage of brine from a storage aquifer into overlying and …

This study proposes a new fractional model to show how heat transfers through
nanomaterials by considering the thermoelastic vibration of one-dimensional nanostructures …

Solute transport in a conduit (channel or tube) adjacent to a porous medium is drastically
influenced by the porous walls. However, an appropriate relationship between the porous …