A set of constitutive equations, valid for arbitrary linear bulk flows, is derived for a dilute suspension of nearly spherical, rigid particles which are subject to rotary Brownian couples. These constitutive equations are subsequently applied to find the resulting stress patterns for a variety of time-dependent bulk flow fields. The rheological responses are found to exhibit many of the same qualitative features as have been observed in recent experimental investigations of polymeric solutions and other complex materials
The rheology during the start-up and cessation of simple shear flow has been investigated for near h...
The apparent shear viscosity, in the non-Brownian limit, for a homogeneous suspension of monodispers...
In this paper we consider a suspension of elastic solid particles in a viscous liquid. The particles...
A set of constitutive equations, valid for arbitrary linear bulk flows, is derived for a dilute susp...
The viscosity of a suspension of spherical Brownian particles is determined by Stokesian dynamics as...
The non-Newtonian rheology is calculated numerically to second order in the volume fraction in stead...
<p>We calculate the stress response, or rheology, of a micro-mechanical model suspension of rigid, B...
The effect of rotational Brownian motion on the rheology of a dilute suspension of dipolar spheroids...
We consider a suspension of non-interacting flat elastic particles in a Newtonian fluid. We model a ...
The shear properties of Brownian, rigid spheres consisting of sterically stabilized, crosslinked pol...
The effect of particle-particle contact on the stress of a suspension of small spheres in plane stra...
We present a novel approach to computing the orientation moments and rheological properties of a dil...
The non-Newtonian rheology is calculated numerically to second order in the volume fraction in stead...
The effects of Brownian motion alone and in combination with an interparticle force of hard-sphere t...
The rheology of suspensions of solid particles in viscoelastic fluids is important in many technolog...
The rheology during the start-up and cessation of simple shear flow has been investigated for near h...
The apparent shear viscosity, in the non-Brownian limit, for a homogeneous suspension of monodispers...
In this paper we consider a suspension of elastic solid particles in a viscous liquid. The particles...
A set of constitutive equations, valid for arbitrary linear bulk flows, is derived for a dilute susp...
The viscosity of a suspension of spherical Brownian particles is determined by Stokesian dynamics as...
The non-Newtonian rheology is calculated numerically to second order in the volume fraction in stead...
<p>We calculate the stress response, or rheology, of a micro-mechanical model suspension of rigid, B...
The effect of rotational Brownian motion on the rheology of a dilute suspension of dipolar spheroids...
We consider a suspension of non-interacting flat elastic particles in a Newtonian fluid. We model a ...
The shear properties of Brownian, rigid spheres consisting of sterically stabilized, crosslinked pol...
The effect of particle-particle contact on the stress of a suspension of small spheres in plane stra...
We present a novel approach to computing the orientation moments and rheological properties of a dil...
The non-Newtonian rheology is calculated numerically to second order in the volume fraction in stead...
The effects of Brownian motion alone and in combination with an interparticle force of hard-sphere t...
The rheology of suspensions of solid particles in viscoelastic fluids is important in many technolog...
The rheology during the start-up and cessation of simple shear flow has been investigated for near h...
The apparent shear viscosity, in the non-Brownian limit, for a homogeneous suspension of monodispers...
In this paper we consider a suspension of elastic solid particles in a viscous liquid. The particles...