The flow of fluid past a stretching sheet under heat and mass transfer analysis is significant because it has numerous applications in engineering technology, including metal spinning, polymer extrusion, the manufacture glass fibres, casting etc. current article investigates effects thermal radiation source/sink on 3D nanofluid over an elongated surface embedded porous medium with nanoparticles aggregation. Further, significance variable magnetic field one striking features present study. We...

This study investigates the two-dimensional magnetohydrodynamic (MHD) boundary-layer flow over a stretching sheet embedded in porous medium, focusing on innovative use of hybrid nanofluids. The research has practical applications heat exchangers, nanofluid technology, media, and MHD systems. Key governing parameters, including internal sources/sinks, multiple slips, thermal radiation, are analyzed for their impact flow. consists hybridized nanoparticles (Alumina-Magnetite) dispersed water...

The effective use of non-Newtonian fluids is vital for situations involving heat and mass transfer. For instance, we employ thermal paste, a fluid, to cool the CPU. By means computational approach, behaviour on surface two-dimensional steady MHD boundary layer flow melting transfer over micropolar fluid presented here, in conjunction with partially slipper sheet at providing generation/absorption. Further, radiation as well chemical reactions are considered. Using similarity parameters,...

One thing that is not yet knows the effect of increasing space-dependent internal heat source on dynamics recyclable iron oxide-supported copper oxide nanocatalyst in industry. This study presents only exponential (ESHS) and Joule heating such using nanofluid model but also impact magnetic strength proportional to Lorentz force. The dimensional governing equations, suitable boundary layer flow water conveying Cu CuO nanoparticles through porous medium a convectively heated surface, were...

In this article, the impact of MHD Casson Nanofluid boundary layer flow, over an inclined extending surface with thermal radiation, heat source/sink, Soret and Dufour, is scrutinized. The model used in study based on Buongiorno efficiencies fluid flows presence Brownian motion thermophoresis properties. non-linear problem for flow channel modeled to gain knowledge mass exchange phenomenon, by considering important parameters intensified layer. governing partial differential equations are...

Understanding the intricate interplay between variable fluid properties such as slip and thermal conductivity when flowing over porous surfaces is of utmost importance for a wide range engineering applications. This investigation delves into this uncharted territory, connecting analytical capabilities HAM (Homotopy Analysis Method) to reveal captivating insights impact these variables on dynamics Casson nanofluid flow. Besides, we documented flow aspects which include radiation, heat source,...

CNTs are employed in energy storage, device modelling, automobile parts, water filters, thin-film electronics, coating, and more. The continuous three-dimensional (3D) magnetohydrodynamics (MHD) rotational flow of water-based nanofluid comprising SWCNT MWCNT past a stretching/shrinking sheet under magnetic field homogeneous-heterogeneous chemical processes is examined this study. Heat transport also with thermal radiation heat source/sink. governing partial differential equations (PDEs)...

This study presents a comprehensive 3D analysis of hybrid $ {Fe}_{3}{O}_{4}/{Al}_{2}{O}_{3}$ nanofluid flow over stretched plate, incorporating the effects buoyancy, Hall current, rotation, nonlinear thermal radiation, and Joule heating. A key novelty work lies in extending previous models by introducing mixed convection concentration equation, alongside thermophoresis Brownian motion, offering deeper understanding behavior complex environments. The governing partial differential equations...

A mathematical model has been developed using Tiwari-Das to study the MHD stagnation-point flow and heat transfer characteristics of an electrically conducting nanofluid over a vertical permeable shrinking/stretching sheet in presence viscous dissipation. Formulated partial differential equations are converted into set ordinary suitable similarity transformation. Runge-Kutta-Fehlberg method with shooting technique is applied solve resulting coupled equations. The profiles for velocity,...

This present study investigates the effects of Soret and heat source on steady MHD mixed convective mass transfer flow past an infinite vertical plate embedded in a porous medium presence chemical reaction, viscous Joules dissipation. The governing system partial differential equations is transformed to dimensionless using variables. are then solved analytically perturbation technique. With help graphs, various important parameters entering into problem velocity, temperature concentration...

This article addresses the combined effects of chemical reaction and viscous dissipation on MHD radiative heat mass transfer nanofluid flow over a rotating stretching surface. The model used for incorporates Brownian motion thermophoresis in presence source. Similarity transformation variables have been to governing equations momentum, energy, nanoparticles concentration. Runge-Kutta-Fehlberg method with shooting technique is applied solve resulting coupled ordinary differential equations....

The aim of the present investigation is framing features heat generation/absorption and chemical reaction on a non-Newtonian (Sisko) nanofluid over stretching surface under influence nonlinear radiation. non-dimensionally developed boundary layer equations are first deduced with suitable transformations then solved numerically by Runge–Kutta–Fehlberg fourth–fifth method shooting technique for different values parameters. most relevant outcomes study that augmented magnetic field strength...

This paper explores the role of thermal radiation, viscous dissipation and chemical reaction on stagnation point flow Williamson nanofluid over an exponentially stretching sheet. The similarity transformations are performed to extract ordinary differential equations (ODEs) via partial (PDEs) simulation was accomplished by employing homotopy analysis method (HAM). In addition, we evaluated comparing our findings those previously described for specific occurrences which in perfect unison. Skin...