The thermal and velocity slips of boundary layer Williamson nanofluid over a stretching sheet are studied numerically. Buongiorno model is used to explore the heat transfer phenomena caused by Brownian motion thermophoresis. Using similarity transformations, governing equations reduced set nonlinear ordinary differential (ODEs). These solved numerically using Shooting method. effects non-Newtonian parameter, slip parameters, Prandtl number, Schmidt Lewis thermophoresis parameter on velocity,...

This paper investigated the mathematical modelling for mixed convection boundary layer flow over a horizontal circular cylinder in hybrid nanofluid with viscous dissipation. The transformed partial differential equations (PDEs) are numerically solved using an implicit finite-difference approach known as Keller-box method. numerical solutions reduced Nusselt number, , local skin friction coefficient, temperature profile, and velocity profiles found graphically presented detail. Effects of...

Abstract The global plastic waste management faces significant challenges due to the increasing volume of mixed streams. A systematic review separation technologies and characterization methods is essential enhance recycling efficiency. This study examines quality validation for various types through detailed analysis operational parameters industrial applications. investigation focuses on both thermosetting plastics thermoplastic materials including PP, ABS, PE PS. implements multiple...

This research investigated the convective boundary layer flow and heat transfer of Williamson hybrid ferrofluid over a permeable stretching sheet with thermal radiation effects. Human blood is employed as based fluid while magnetite (Fe3O4) copper (Cu) are taken ferroparticle. The study started transforming non-linear partial differential equation system that governed model to more convenience dimensionless ordinary equations using similarity transformation. transformed obtained then solved...

The present research examined the mixed convection boundary layer flow and heat transfer of hybrid nanofluid on a vertical flat plate with various volume concentrations viscous dissipation effects. governing non-linear partial differential equations are first transformed to system ordinary through use similarity transformation. Subsequently, these solved numerically using Runge-Kutta-Fehlberg (RKF45) method in MAPLE. numerical solution is computed for temperature profiles, velocity reduced...

This paper delves into the problem of mixed convection boundary layer flow from a horizontal circular cylinder filled in Jeffrey fluid with viscous dissipation effect.Both cases cooled and heated cylinders are discussed.The governing equations which have been converted dimensionless form using appropriate non-dimensional variables solved numerically through Keller-box method.A comparative study is performed authentication present results documented outcomes formerly published works...

The present study investigated the magnetohydrodynamic (MHD) flow and heat transfer on a stagnation point past stretching sheet in blood-based Casson ferrofluid with Newtonian heating boundary conditions. ferrite Fe3O4 cobalt CoFe2O4 ferroparticles suspended into fluid represent by human blood to form are numerically examined. mathematical model for which is non-linear partial differential equations first transformed more convenient similarity transformation approach then solved using...

Abstract In this study, the mathematical modeling for stagnation point flow over a stretching surface with convective boundary conditions is considered. The transformed layer equations are solved numerically using shooting method. Numerical solutions obtained skin friction coefficient, temperature as well velocity profiles. features of and heat transfer characteristics various values Prandtl number, parameter conjugate analyzed discussed.

In this paper, the boundary layer flow of Williamson nanofluids past over a stretching sheet in presence thermal radiation effect is analyzed. Using similarity transformations, governing equations are reduced to set nonlinear ordinary differential (ODEs). These solved numerically by with shooting method. The effects parameter, magnetic Prandtl number on velocity, temperature and concentration fields shown graphically discussed. It found that rate heat transfer higher for nanofluid compared...

In this study, the numerical investigation of boundary layer flow over a moving plate in nanofluid with viscous dissipation and constant wall temperature is considered. The governing non-linear partial differential equations are first transformed into system ordinary using similarity transformation. then solved numerically Keller-box method. Numerical solutions obtained for Nusselt number, Sherwood number skin friction coefficient as well concentration profiles. features heat transfer...

The present paper focuses on the influence of radiation and viscous dissipation magnetohydrodynamic (MHD) flow heat transfer a Jeffrey fluid over stretching sheet with convective boundary conditions (CBC). governing equations are reduced to non-linear ordinary differential by using similarity transformation variables then solved Runge-Kutta-Fehlberg method. results generated from numerical computations presented in form tables graphs for some values Deborah number, ratio relaxation...

Present study consider the mathematical modeling for mixed convection boundary layer flow and heat transfer on a horizontal circular cylinder with viscous dissipation. The transformed partial differential equations are solved numerically by using an implicit finite-difference scheme known as Keller-box method. Numerical solutions obtained reduced Nusselt number, local skin friction coefficient, velocity temperature profiles. features of various values Prandtl Eckert number parameter...

The present research investigated the characteristics of convective boundary layer flow and heat transfer blood carrying ferroparticle modelled known as non-Newtonian Williamson hybrid ferrofluid. fluid a stagnation point over stretching surface are considered. similarity transformation approach is used to reduce partial differential equation system an ordinary equation. transformed equations then solved numerically by Runge-Kutta-Felberg (RKF45) method in Maple software. characteristic...

The pivotal aim of this research is to address a natural stagnation bioconvection flow hybrid nanofluid containing gyrotactic microorganisms over an exponentially stretching and shrinking vertical sheet. mathematical formulation simplified Navier-Stokes equations made in the presence few parameters such as Prandtl number, concentration thermal buoyancy ratio, microorganism Lewis Peclet difference parameter. two types titanium alloy (Ti6Al4V) aluminium (AA7075) immersed water are considered...

Abstract Adaptation from the thermal management with limited gravitational acceleration and excesses of radiation such as in aerospace, present study investigated magnetohydrodynamic (MHD) boundary layer flow heat transfer ferrofluid past a permeable flat plate effects. The mathematical model which is non-linear partial differential equations are transformed to more convenient form by similarity transformation approach before being solved numerically using Runge-Kutta-Fehlberg (RKF45) method...

The present study investigates the mathematical model of free convection boundary layer flow from a vertical truncated cone immersed in Cu/water nanofluid and Al2O3-Cu/water hybrid nanofluid. governing non-linear equations are first transformed to more convenient set partial differential before being solved numerically using Keller-box method. numerical values for reduced Nusselt number skin friction coefficient obtained illustrated graphically as well temperature profiles velocity profiles....

This study considers the mathematical model of MHD free or natural convection boundary layer flow a Casson ferrofluid over truncated cone. The set non-linear partial differential equations that governed is first reduced to simpler using non-similar transformation. then solved numerically implicit finite difference method known as Keller-box method. Blood and magnetite are taken based-fluid ferroparticles for ferrofluid, respectively. From numerical study, it was found increase volume...

Adaptation from the thermal management applied in modern engine cooling system and central processing unit (CPU) performance computer devices, present study solved problem of steady mixed convection boundary layer flow heat transfer on a moving vertical plate nanofluid with presence viscous dissipation constant wall temperature.The mathematical model which is non-linear partial differential equations numerically by similarity transformation approach Keller-box method.The characteristics...

Specifically, the oxide ferroparticles in ferrofluid has low thermal conductivity thus limiting its potential application of heat transfer. Increasing volume fraction is one ways to increase efficiency but this will cause clogging flow system. The present research investigated convective boundary layer a Williamson hybrid over moving flat plate with viscous dissipation effects. Magnetite (Fe3O4) and copper (Cu), taken as ferroparticles, are suspended fluid represented by human blood believed...

The present research examined the flow of a horizontal circular cylinder immersed in Williamson hybrid ferrofluid via free convection boundary layer flow. fluid is modelled by means governing partial differential equations that incorporate viscous dissipation and magnetohydrodynamic (MHD) effects. Prior to being converted into more practical equation, these dimensional are reduced non-dimensional form utilising appropriate dimensionless variables. Keller-box approach then used solve with...

In this paper, the boundary layer magnetohydrodynamics (MHD) flow of Williamson nanofluids over a stretching sheet with Newtonian heating in presence thermal radiation effect is analyzed. Using similarity transformation, governing equations are reduced to set nonlinear ordinary differential (ODEs). These solved numerically using shooting method. The effects parameter, magnetic Prandtl number, Lewis Schmidt heat capacities ratio, thermophoretic diffusivity and conjugate parameter on velocity,...

This paper focuses on the numerical solution of free convection boundary layer flow past a horizontal circular cylinder in non-Newtonian Jeffrey fluid. The impact viscous dissipation is discussed. non-dimensional variables and non-similar transformations are implemented to transform dimensional partial differential equations into two nonlinear (PDEs). Then, implicit, unconditionally stable well-tested Keller-box method used solve PDEs by adding an extra condition at infinity. impacts...