The intent of this analysis is to explore the influence of thermal radiation paired with variable thermal conductivity on MHD micropolar fluid flow over an upper surface. The novelty of the present model is to consider the fluid flow along an upper horizontal surface of a paraboloid of revolution (uhspr) with the porous medium.  This physical phenomenon is described by a set of coupled...

This paper deals with the interaction between microstructures and appearance or persistence of singular configurations in Cauchy problem for two-dimensional model incompressible micropolar fluids. We analyze case null angular viscosity initial data, including possibility vortex sheets measures as data Morrey spaces. Through integral techniques we establish existence weak solutions local global ...

MHD oscillatory blood flow in a channel as micropolar fluid the presence of chemical reaction and transverse magnetic field are studied. The partial differential equations governing were formulated base on assumptions already existing model. transformed to dimensionless with suitable variables. Analytical solution was obtained for equations. pertinent parameters investigated graphs plotted tabl...

1. Abstract Micropolar field theory represents an extension of the classical Cauchy continuum theory. In this paper, a topology optimization procedure for maximum stiffness is applied to structural elements made of micropolar (Cosserat) solids. Some special problems are dealt with, and particular attention is given to models that refer to structural interfaces. The results are in good agreement...

s: A comprehensive study of MHD two-dimensional boundary layer stagnation point flow with radiation and heat generation characteristics towards a heated shrinking sheet immersed in an electrically conducting incompressible micropolar fluid in the presence of a transverse magnetic field is analyzed numerically. The governing continuity, momentum, angular momentum and heat equations together with...