Comment on "Constant Stress and Pressure Rheology of Colloidal Suspensions"

In a recent Letter, Wang and Brady (WB) [1] analyse the rheology of Brownian hard spheres using constant stress and pressure Brownian dynamics simulations. The main observable is the shear viscosity, η( ̇γ,Π), expressed as a function of the shear rate ̇γ and adimensional pressure ̄Π = Πa3/(kBT), whe...

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Bibliographic Details
Published in:Physical review letters Vol. 116; no. 17; p. 179801
Main Authors: Ikeda, A, Berthier, L, Sollich, P
Format: Journal Article
Language:English
Published: United States American Physical Society 29-04-2016
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Summary:In a recent Letter, Wang and Brady (WB) [1] analyse the rheology of Brownian hard spheres using constant stress and pressure Brownian dynamics simulations. The main observable is the shear viscosity, η( ̇γ,Π), expressed as a function of the shear rate ̇γ and adimensional pressure ̄Π = Πa3/(kBT), where Π is the pressure, kBT the thermal energy, and a the average particle diameter. The central conclusion is the discovery of a “universal viscosity divergence”
Bibliography:SourceType-Other Sources-1
content type line 63
ObjectType-Correspondence-1
ObjectType-Commentary-2
ISSN:0031-9007
1079-7114
DOI:10.1103/PhysRevLett.116.179801