The natural convection flow of a second-grade hybrid nanofluid along vertical plate is investigated. effects variable heat flux and magnetic field are considered. governing equations for the momentum energy transport reduced to dimensionless equations. finite difference method used solve obtained by stream-function formulation. A comparison between present results relevant published gives good ...

This research focused on the study of heat and mass transfers in a two-phase stratified turbulent fluid flow geothermal pipe with chemical reaction. The derived non-linear partial differential equations governing were solved using Finite Difference Method. effects various physical parameters concentration, skin friction, heat, have been determined. Analysis results obtained indicated that coeff...

This paper examines the MHD convection slip fluid flow with radiation and heat deposition in a channel in a porous medium. The dimensionless governing equations were solved using the perturbation technique to obtained the analytical expressions of velocity, temperature and concentration profiles of the fluid with expression of Skin friction, mass and heat transfer in terms of Shear stress, Nuss...

This document describes a protocol independent encoding for flow characteristics (a.k.a. metadata). A flow is defined as a set of IP packets passing through a network in a given direction. All packets belonging to a particular flow have a set of common properties (e.g. IP, port, transport). Flow metadata exposes key characteristics of the flow such as the originating application, the type of me...

The study sought to investigate the influence of a magnetic field on heat and mass transfer by mixed convection from vertical surfaces in the presence of Hall, radiation, Soret thermaldiffusion , and Dufour diffusion-thermo effects. The similarity solutions were obtained using suitable transformations. The similarity ordinary differential equations were then solved by MATLAB routine bvp4c. The ...

An unsteady boundary layer of Nanofluids flowing past a vertical plane has numerically been investigated. The governing equations were non-dimensionalised and non-dimensional obtained. nondimensional parameters which include Grashof number, Magnetic parameter Eckert number was obtained solved by finite difference method. velocity temperature profiles are found to be affected these dimensionless...

In the preceding paper the movements of the food-gathering tentacle of the marine dinoflagellate Noctiluca mtUaris were shown to be temporally related to spontaneous potential patterns in a manner which indicates that the potential changes are involved in the control of tentacle movements (Eckert & Sibaoka, 1967). The spontaneous potentials were therefore termed tentacle-regulating potentials (...

We proposed a general formulation of the successive linearization method for solving highly nonlinear boundary value problem arising in rotating disk flow. The problem was studied under the effects of partial slip, thermal diffusion, and diffusion-thermo. The governing fundamental conservation equations of mass, momentum, angular momentum, energy, and concentration are transformed into a system...