Effect of rheological property on the migration and alignment three interacting particles in Poiseuille flow Giesekus fluids is studied with direct-forcing fictitious domain method for Weissenberg number (Wi) ranging from 0.1 to 1.5, mobility parameter 0.7, ratio particle diameter channel height 0.2 0.4, solvent viscosity total being 0.3 initial distance (y0) centerline 0 0.2. The results showe...

In this paper we present a reduced basis method for the parametrized Fokker–Planck equation associated with evolution of Finitely Extensible Nonlinear Elastic (FENE) dumbbells in a Newtonian solvent for a (prescribed) extensional macroscale flow. There are two new important ingredients: a projection–based POD–Greedy sampling procedure for the stable identification of optimal reduced basis space...

We use Brownian dynamics (BD) simulations and single molecule experiments to investigate the influence of topological constraints hydrodynamic interactions on rheology solutions ring-linear polymer blends at overlap concentration. find agreement between simulation experiment in which rings solution exhibit large conformational fluctuations. A subpopulation shows extension overshoots startup flo...

The theme of this model is to examine the characteristics heat and mass transfer flow through stretching sheet along with magnetic field thermal radiation utilizing Al2O3+CuO/SA Williamson hybrid nanofluid. transformed partial differential equations are solved by Keller-Box method. numerical outcomes physical quantities revealed graphs tables. Nusselt number, skin friction, velocity temperature...

Energy theory for incompressible Newtonian fluids is, in many cases, capable of producing strong absolute stability criteria for steady flows. In those fluids the kinetic energy naturally defines a norm in which perturbations decay monotonically in time at sufficiently low (but nonzero) Reynolds numbers. There are, however, at least two obstructions to the generalization of such methods to Oldr...