Time-dependent viscous fluid flow due to a stretchable rotating disk is investigated.
Magnetic field is applied in vertical direction to the disk. Temperature equation is assisted …

In this paper, we focused on time-dependent flow of micropolar fluid between parallel
permeable plates. Fluid is electrically conducting. Magnetic field is applied in the transverse …

In this paper we studied the time-dependent viscous fluid flow due to a rotating stretchable
disk. Fluid filling porous medium. Darcy's law is used for description of porous medium …

In this paper, we consider a class of pseudoparabolic equations with the nonlocal condition
and the Caputo derivative. Two cases of problems (1–2) will be studied, which are linear …

Main focus of present article is to discuss viscous fluid flow over a stretchable plate. The fluid
saturates porous medium. Further, the magnetic field, thermal radiation, Joule heating and …

In this paper, we study the nonlocal problem for pseudo-parabolic equation with time and
space fractional derivatives. The time derivative is of Caputo type and of order σ, 0< σ< 1 …

The sublimation process, which directly transforms solid materials into gaseous water vapor,
is typically utilized with items of great value, particularly in the food and pharmaceutical …

We consider an inverse problem of recovering the mortality rate in the honey bee difference
equation model, that tracks a forage honeybee leaving and entering the hive each day. We …

This work studies the time-dependent convective flow of non-Newtonian power-law fluid by
vertical plate. Fluid flow is studied in the presence of thermal radiation. The Buongiorno …

The main objective of the paper is to study the non‐local problem for a pseudo‐parabolic
equation with fractional time and space. The derivative of time is understood in the sense of …