Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics

A comprehensive review of the fundamental rheology of dilute disperse systems is presented. The exact rheological constitutive equations based on rigorous single-particle mechanics are discussed for a variety of disperse systems. The different types of inclusions (disperse phase) considered are: rig...

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Main Author: Rajinder Pal
Format: Article
Language:English
Published: MDPI AG 2016-12-01
Series:Fluids
Subjects:
Online Access:http://www.mdpi.com/2311-5521/1/4/40
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spelling doaj-fe95bc9217fa42b9b00cae90af5bad162020-11-25T01:04:25ZengMDPI AGFluids2311-55212016-12-01144010.3390/fluids1040040fluids1040040Fundamental Rheology of Disperse Systems Based on Single-Particle MechanicsRajinder Pal0Department of Chemical Engineering, University of Waterloo, Waterloo, ON N2L 3G1, CanadaA comprehensive review of the fundamental rheology of dilute disperse systems is presented. The exact rheological constitutive equations based on rigorous single-particle mechanics are discussed for a variety of disperse systems. The different types of inclusions (disperse phase) considered are: rigid-solid spherical particles with and without electric charge, rigid-porous spherical particles, non-rigid (soft) solid particles, liquid droplets with and without surfactant, bubbles with and without surfactant, capsules, core-shell particles, non-spherical solid particles, and ferromagnetic spherical and non-spherical particles. In general, the state of the art is good in terms of the theoretical development. However, more experimental work is needed to verify the theoretical models and to determine their range of validity. This is especially true for dispersions of porous particles, capsules, core-shell particles, and magnetic particles. The main limitation of the existing theoretical developments on the rheology of disperse systems is that the matrix fluid is generally assumed to be Newtonian in nature. Rigorous theoretical models for the rheology of disperse systems consisting of non-Newtonian fluid as the matrix phase are generally lacking, especially at arbitrary flow strengths.http://www.mdpi.com/2311-5521/1/4/40rheologyviscositynon-Newtoniandisperse systemdispersionparticulate fluidemulsionsuspensionferrofluidnanofluid
collection DOAJ
language English
format Article
sources DOAJ
author Rajinder Pal
spellingShingle Rajinder Pal
Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics
Fluids
rheology
viscosity
non-Newtonian
disperse system
dispersion
particulate fluid
emulsion
suspension
ferrofluid
nanofluid
author_facet Rajinder Pal
author_sort Rajinder Pal
title Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics
title_short Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics
title_full Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics
title_fullStr Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics
title_full_unstemmed Fundamental Rheology of Disperse Systems Based on Single-Particle Mechanics
title_sort fundamental rheology of disperse systems based on single-particle mechanics
publisher MDPI AG
series Fluids
issn 2311-5521
publishDate 2016-12-01
description A comprehensive review of the fundamental rheology of dilute disperse systems is presented. The exact rheological constitutive equations based on rigorous single-particle mechanics are discussed for a variety of disperse systems. The different types of inclusions (disperse phase) considered are: rigid-solid spherical particles with and without electric charge, rigid-porous spherical particles, non-rigid (soft) solid particles, liquid droplets with and without surfactant, bubbles with and without surfactant, capsules, core-shell particles, non-spherical solid particles, and ferromagnetic spherical and non-spherical particles. In general, the state of the art is good in terms of the theoretical development. However, more experimental work is needed to verify the theoretical models and to determine their range of validity. This is especially true for dispersions of porous particles, capsules, core-shell particles, and magnetic particles. The main limitation of the existing theoretical developments on the rheology of disperse systems is that the matrix fluid is generally assumed to be Newtonian in nature. Rigorous theoretical models for the rheology of disperse systems consisting of non-Newtonian fluid as the matrix phase are generally lacking, especially at arbitrary flow strengths.
topic rheology
viscosity
non-Newtonian
disperse system
dispersion
particulate fluid
emulsion
suspension
ferrofluid
nanofluid
url http://www.mdpi.com/2311-5521/1/4/40
work_keys_str_mv AT rajinderpal fundamentalrheologyofdispersesystemsbasedonsingleparticlemechanics
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