The present paper describes the analytical solutions for the steady boundary layer flow of a Jeffrey fluid over a shrinking sheet. The governing equations of motions are reduced into a set of nonlinear ordinary differential equations by using similarity transformations. Two types of problems, namely, (1) two-dimensional stagnation flow towards a shrinking sheet and (2) axisymmetric stagnation f...

We studied the peristaltic motion of MHD Jeffrey fluid through porous medium in an inclined tube under the assumption of long wavelength. Closed form solutions for velocity and pressure gradient are obtained. The effects of various emerging parameters on the pressure gradient, pumping characteristics and frictional force are discussed through graphs in detail.

The present study investigated the cilia induced flow of MHD Jeffrey fluid through an inclined tube. This study is carried out under the assumptions of long wavelength and low Reynolds number approximations. Exact solutions for the velocity profile, pressure rise, pressure gradient, volume flow rate and stream function are obtained. Effects of pertinent physical parameters on the computational ...

We explore the question of whether sustained rational disagreement is possible from a broadly Bayesian perspective. The setting is one where agents update on the same information, with special attention being given to the case of uncertain information. The classical merging of opinions theorem of Blackwell and Dubins shows when updated beliefs come and stay closer for Bayesian conditioning. We ...

This article is proposed to address the melting heat transfer of a Jeffrey fluid in Blasius and Sakiadis flow caused due to a moving surface. Thermal radiation and a constant free stream are considered in this mathematical model. The non-linear coupled dimensionless equations from the governing equations are attained by employing appropriate similarity transformations. The resulting dimensionle...

We show that aperiodic linearly repetitive Delone sets are densely repetitive. This confirms a conjecture of Lagarias and Pleasants.

The existing investigation highlights oblique Jeffrey fluid with mixed convection on a stretched surface. Also chemical reactions properties of homogeneity and heterogeneity are considered. leading physical model is converted in non-linear system ODE by means proper similarity alterations. Influence all relative constraints velocity, temperature as well concentration expressed geometrically. Ph...