On the steady simple shear flows of the one-mode Giesekus fluid

DOI10.1007/BF01354764zbMath0676.76010OpenAlexW1971412783MaRDI QIDQ3832194

Jung Yul Yoo, Hae Cheon Choi

Publication date: 1989

Published in: Rheologica Acta (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf01354764

zbMATH Keywords

constitutive equationsplane Poiseuille flowAnalytical solutionsplane Couette flowmobility parameterone-mode Giesekus fluid

Mathematics Subject Classification ID

Viscoelastic fluids (76A10)

Related Items (9)

In an attempt to generalize wall slip in fluid flows using a series expansion of the wall shear stress: case of non-Newtonian [Phan-Thien-Tanner fluid] ⋮ On the generalization of velocity slip in fluid flows using a steady-state series expansion of the wall shear stress: case of simple Newtonian fluids ⋮ Viscoelastic fluid behavior in annulus using Giesekus model ⋮ Deformation and breakup behaviors of a Giesekus viscoelastic droplet in Newtonian shear flow ⋮ Rheological modeling of frontal-polymerization-based direct ink writing of thermoset polymers ⋮ Dynamics of incompressible fluids with incompatible distortion rates ⋮ An exact solution for tube and slit flow of a FENE-P fluid ⋮ Numerical Simulations of BVPs and IVPs in Fiber Spinning Using Giesekus Constitutive Model inhpkFramework ⋮ Parametric method for solving the problem of multimode viscoelastic fluid flow in a circular pipe

Cites Work

• On the high Weissenberg number problem
• Finite element calculation of viscoelastic flow in a journal bearing. II. Moderate eccentricity
• A simple constitutive equation for polymer fluids based on the concept of deformation-dependent tensorial mobility
• Finite element calculation of viscoelastic flow in a journal bearing. I: Small eccentricities
• A unified approach to a variety of constitutive models for polymer fluids based on the concept of configuration-dependent molecular mobility
• Die rheologische Zustandsgleichung elasto‐viskoser Flüssigkeiten — insbesondere von Weissenberg‐Flüssigkeiten — für allgemeine und stationäre Fließvorgänge

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