The wide occurrence of peristaltic pumping should not be surprising at all since it results physiologically from neuro-muscular properties of any tubular smooth muscle. Of special concern here is to predict the rheological effects on the peristaltic motion in a curved channel. Attention is focused to develop and simulate a nonlinear mathematical model for Carreau-Yasuda fluid. The progressive w...

Current paper is focused on transient modeling of blood flow through a tapered stenosed arteries surrounded a by solenoid under the presence of heat transfer. The oxygenated and deoxygenated blood are considered here by the Newtonian and Non-Newtonian fluid (power law and Carreau-Yasuda) models. The governing equations of bio magnetic fluid flow for an incompressible, laminar, homogeneous, non-...

Marangoni convection is very useful in coating flow technology, surfactant replacement therapy for neonatal children, microfluidics, drying of semi-conductor vapors microelectronics, foams, and film drainage emulsions. The behavior gyrotactic microorganisms chemical reaction on the convected Carreau-Yasuda liquid flowing over Riga plate with thermophoretic particle deposition reported this rese...

Nanofluids are considered as an effective way to enhance the thermal conductivity of heat transfer fluids. Additionally, involvement micro-organisms makes liquid more stable, which is important in nanotechnology, bio-nano cooling systems, and bio-microsystems. Therefore, current investigation focused on examination thermodynamic mass a Carreau–Yasuda magnetic bionanomaterial with gyrotactic mic...

In the current study, non-Newtonian flow pattern and heat transfer in an enclosure containing a tilted square are examined. In order to numerically simulate the problem, the mesoscopic lattice Boltzmann method is utilized. The non-Newtonian Carreau-Yasuda model is employed. It is able to adequately handle the shear-thinning case. The simulation results of flow and heat transfer have been ...

The focus of this manuscript is on two-dimensional mixed convection non-Newtonian nanofluid flow near stagnation point over a stretched surface with convectively heated boundary conditions. modeled equation representing nonlinear transformed into system ordinary differential equations by implementing appropriate similarity transformations. generated structure numerically solved applying the bvp...

In this paper, we design and analyze a Hybrid High-Order discretization method for the steady motion of non-Newtonian, incompressible fluids in Stokes approximation small velocities. The proposed has several appealing features including support general meshes high-order, unconditional inf-sup stability, orders convergence that match those obtained scalar Leray–Lions problems. A complete well-po...