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DOI10.1016/j.advwatres.2020.103658
Flow of shear-thinning fluids through porous media
Airiau C.; Bottaro A.
发表日期2020
ISSN0309-1708
卷号143
英文摘要Pseudo-plastic fluids exhibit a non-linear stress-strain relationship which can provoke large, localized viscosity gradients. For the flow of such fluids in porous media the consequence is a strong variability of the effective permeability with porosity, angle of the macroscopic pressure gradient, and rheological parameters of the fluid. Such a variability is investigated on the basis of adjoint homogenization theory for a Carreau fluid in an idealized porous medium geometry, highlighting differences with respect to the Newtonian case. It is shown in particular that the more we depart from Newtonian conditions, the more the (often used) hypothesis of an effective viscosity in Darcy's law is a poor approximation, for the effective permeability tensor becomes strongly anisotropic. © 2020
关键词Flow of fluidsPorous materialsShear flowShear thinningEffective permeabilityEffective permeability tensorEffective viscosityHomogenization theoryNon-linear stress-strainPseudoplastic fluidRheological parameterShear thinning fluidsStress-strain curvesDarcy lawpermeabilityporosityporous mediumpressure gradientrheologyshear flowviscosity
语种英语
来源机构Advances in Water Resources
文献类型期刊论文
条目标识符http://gcip.llas.ac.cn/handle/2XKMVOVA/131751
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Airiau C.,Bottaro A.. Flow of shear-thinning fluids through porous media[J]. Advances in Water Resources,2020,143.
APA Airiau C.,&Bottaro A..(2020).Flow of shear-thinning fluids through porous media.,143.
MLA Airiau C.,et al."Flow of shear-thinning fluids through porous media".143(2020).
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