Abstract Non-uniform heat sources and sinks are used to control the temperature of reaction ensure that it proceeds at desired rate. It is worldwide in nature may be found all engineering applications such as nuclear reactors, electronic devices, chemical etc . In food processing, cook microwave ovens, pasteurize infrared heaters, sterilize products. mainly biomedical applications, hyperthermia cancer treatment, target kill cells. Because its ubiquitous nature, idea taken our subject study....

An asymmetric energy source/sink can be designed to efficiently convert ambient into usable forms; this could have applications in micro-/nanoscale power generation, i.e., harvesting. The and inclined Lorentzian force used control the flow of fluids within these devices. This study numerically investigates model a Williamson nanofluid influenced by an angled magnetic input/output on stretching surface with convective wall boundary condition. partial differential equations connected momentum,...

The laminar boundary layer flow and heat transfer of Casson non-Newtonian fluid from a semi-infinite vertical plate in the presence thermal hydrodynamic slip conditions is analyzed. surface maintained at constant temperature. Increasing velocity induces acceleration near reverse effect further surface. consistently enhances temperatures throughout regime. An increase parameter strongly decelerates also reduces rheological acts to elevate considerably skin friction (non-dimensional wall shear...

The laminar boundary layer flow and heat transfer of Casson non-Newtonian fluid from a permeable horizontal cylinder in the presence thermal hydrodynamic slip conditions is analysed. surface maintained at constant temperature. conservation equations, which are parabolic nature, normalised into non-similar form then solved numerically with well-tested, efficient, implicit, stable Keller–Box finite-difference scheme. Increasing velocity induces acceleration near reverse effect further surface....

The laminar boundary layer flow and heat transfer of Casson non-Newtonian fluid from an inclined (solar collector) plate in the presence thermal hydrodynamic slip conditions is analysed. surface maintained at a constant temperature. conservation equations, which are parabolic nature, normalized into non-similar form then solved numerically with well-tested, efficient, implicit, stable Keller-box finite-difference scheme. Increasing velocity induces acceleration near surface. consistently...

Abstract A theoretical and computational study of the magnetohydrodynamic flow free convection heat transfer in an electroconductive polymer on external surface a vertical plate under radial magnetic field is presented. The Biot number effects are considered at via modified boundary conditions. Williamson viscoelastic model employed which representative certain industrial polymers. nondimensional, transformed layer equations for momentum energy solved with second‐order accurate implicit...

Abstract The boundary layer flow and heat transfer of an incompressible Jeffrey's viscoelastic fluid from a non-isothermal wedge is analysed. surface the maintained at constant temperature. conservation equations, which are parabolic in nature, normalized into non-similar form then solved numerically with well-tested, efficient, implicit, stable Keller-box finite-difference scheme. variation reduced Nusselt Local Skin Friction numbers Deborah number, De , for various values ratio relaxation...

The laminar boundary layer flow and heat transfer for multiphysical transport of an optically dense Casson non-Newtonian fluid along isothermal horizontal circular cylinder embedded in a variable-porosity medium the presence thermal hydrodynamic slip conditions is analyzed. Non-Darcy effects are simulated via second-order Forchheimer drag force term momentum equation. surface maintained at constant temperature. conservation equations, which parabolic nature, normalized into nonsimilar form...

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Abstract In this article, the combined magnetohydrodynamic heat, momentum and mass (species) transfer in external boundary layer flow of Casson nanofluid from an isothermal sphere surface with convective condition under applied magnetic field is studied theoretically. The effects Brownian motion thermophoresis are incorporated model presence both heat nanoparticle conditions. governing partial differential equations (PDEs) transformed into highly nonlinear, coupled, multi-degree non-similar...

In this paper, the heat transfer effect on steady boundary layer flow of a Casson fluid past stretching surface in presence slip conditions was analyzed. The is maintained at constant temperature. conservation equations, which are parabolic nature, normalized into non-similar form and then solved numerically with well-tested, efficient, implicit, stable Keller-box finite difference scheme. resulting equations by using Kellerbox finite-difference method, expressions for velocity temperature...

The laminar boundary layer flow and heat transfer of Casson non-Newtonian fluid from a permeable isothermal sphere in the presence thermal hydrodynamic slip conditions is analyzed. surface maintained at constant temperature. conservation equations, which are parabolic nature, normalized into non-similar form then solved numerically with well-tested, efficient, implicit, stable Keller-box finite-difference scheme. Increasing velocity induces acceleration near reverse effect further surface....

The flow and heat transfer of Casson fluid from a permeable isothermal sphere in the presence slip condition non-Darcy porous medium is analyzed. surface maintained at constant temperature. boundary layer conservation equations, which are parabolic nature, normalized into non-similar form then solved numerically with well-tested, efficient, implicit, stable Keller-box finite-difference scheme. Increasing velocity parameter found to decrease thickness increases temperature thickness....

The results of a detailed theoretical examination laminar natural convection heat flow in triangular porous cavity with significant radiative transfer and porosity variations are presented. Two-dimensional incompressible was considered, which the left slant right walls were at low high temperature, respectively, remaining (top) wall adiabatic. Darcy-Brinkman isotropic model utilized, coupled governing equations solved by numerical method utilizing finite differences. Visualization isotherms...

Wireless sensor networks have become incredibly popular due to the Internet of Things' (IoT) rapid development.IoT routing is basis for efficient operation perception-layer network.As a type machine learning, reinforcement learning techniques gained significant attention their successful application in field network communication.In traditional Routing Protocol lowpower and Lossy Networks (RPL) protocol, solve fairness control message transmission between IoT terminals, fair broadcast...

Abstract In this article, the combined magneto‐hydrodynamic heat, momentum, and mass (species) transfer in external boundary layer flow of Casson nanofluid from a vertical cone surface with convective conditions under an applied magnetic field is studied theoretically. The effects Brownian motion thermophoresis are incorporated model presence both heat nanoparticle conditions. governing partial differential equations (PDEs) transformed into highly nonlinear, coupled, multidegree, nonsimilar...