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- W657253128 abstract "simulation. 9 Wiest 10 modified the Giesekus constitutive equation by incorporating the finite extensibility of polymer chains into the dumbbell kinetic theory. The modified constitutive equation quantitatively described the steady state viscosity in the shear and elongational flow, but could not reproduce the growth of viscosity in elongational flow. When he modified the constitutive equation, he used the FENE-P 11 spring force in order to obtain an analytically more tractable constitutive equation because no closed constitutive equation for the polymeric stress tensor exists and no simple analytical solutions are possible for original FENE dumbbell model. In this paper, we use the Brownian dynamics simulation method to obtain the polymeric stress tensors for the original FENE dumbbell model with the anisotropic mobility tensor. We also derive the constitutive equation in simple form for the FENE-P dumbbell model using the phase-space kinetics theory. From the Brownian dynamics simulation, we obtain the growth of and steady state viscosity for simple shear and elongational flow. These results will be compared with those of FENE-P dumbbell model and experimental data." @default.
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- W657253128 date "2000-01-01" @default.
- W657253128 modified "2023-09-27" @default.
- W657253128 title "Brownian Dynamics Simulation Study on the Anisotropic FENE Dumbbell Model for Concentrated Polymer Solution and the Melt" @default.
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