1 selected entry has been cited at least 110 times (SCI, 17-05-2024)

Article	M. Ellero, M. Kröger, S. Hess Viscoelastic flows studied by Smoothed Particle Dynamics J. Non-Newtonian Fluid Mech. 105 (2002) 35-51
A viscoelastic numerical scheme based on Smoothed Particle Dynamics is presented. The concept goes a step beyond Smoothed Particle Hydrodynamics (SPH) which is a grid free Lagrangian method describing the flow by fluid-pseudo particles. The relevant properties are interpolated directly on the resulting movable grid. In this work the effect of viscoelasticity is incorporated into the ordinary conservation laws by a differential constitutive equation supply for the stress tensor. In order to give confidence in the methodology we explicitly consider the non-stationary simple corotational Maxwell model in a channel geometry. Without further developments the scheme is applicable to `realistic' models relevant for three-dimensional viscoelastic (viscoplastic, etc.) flows in complex geometries. for LaTeX users @article{MEllero2002-105,  author = {M. Ellero and M. Kr\"oger and S. Hess},  title = {Viscoelastic flows studied by Smoothed Particle Dynamics},  journal = {J. Non-Newtonian Fluid Mech.},  volume = {105},  pages = {35-51},  year = {2002} } \bibitem{MEllero2002-105} M. Ellero, M. Kr\"oger, S. Hess, Viscoelastic flows studied by Smoothed Particle Dynamics, J. Non-Newtonian Fluid Mech. {\bf 105} (2002) 35-51. MEllero2002-105 M. Ellero, M. Kr\"oger, S. Hess Viscoelastic flows studied by Smoothed Particle Dynamics J. Non-Newtonian Fluid Mech.,105,2002,35-51