A new computational method for the solution of flow problems of microstructured fluids. Part 1. Theory
From MaRDI portal
Publication:4020307
DOI10.1017/S0022112092002490zbMath0789.76005MaRDI QIDQ4020307
Publication date: 16 January 1993
Published in: Journal of Fluid Mechanics (Search for Journal in Brave)
distribution functionLagrangian representationconformation spacepolymeric liquidsconformation dynamicsequivalent representationself-adaptive numerical schemesuspensions of rigid particles
Related Items
Solution of three-dimensional fiber orientation in two-dimensional fiber suspension flows, Research on 3d fiber orientation distribution in arbitrary planar flows, A stability result on the orientation of red blood cells in the venule network, Orientation distribution in a dilute suspension of fibers subject to simple shear flow, Investigation of fluidic assembly of nanowires using a droplet inside microchannels, Viscoelastic behaviour of suspensions of rigid-rod like particles in turbulent channel flow, The simulation of texture evolution with finite elements over orientation space. I: Development. II: Application to planar crystals
Cites Work
- Simulation of non-recirculating flows of dilute fiber suspensions
- Creeping flow of dilute polymer solutions past cylinders and spheres
- Strong flow criteria based on microstructure deformation
- Existence of solutions for all Deborah numbers for a non-Newtonian model modified to include diffusion
- On the Description of the Orientation State for Fiber Suspensions in Homogeneous Flows
- The motion of rigid particles in a shear flow at low Reynolds number
- Constitutive equations in suspension mechanics. Part 1. General formulation
- Constitutive equations in suspension mechanics. Part 2. Approximate forms for a suspension of rigid particles affected by Brownian rotations
- The effect of weak Brownian rotations on particles in shear flow
- The effect of Brownian motion on the rheological properties of a suspension of non-spherical particles
