An adaptive solver for viscoelastic incompressible two-phase problems applied to the study of the splashing of weakly viscoelastic droplets

@article{LpezHerrera2019AnAS,
  title={An adaptive solver for viscoelastic incompressible two-phase problems applied to the study of the splashing of weakly viscoelastic droplets},
  author={Jos{\'e} M. L{\'o}pez-Herrera and St{\'e}phane Popinet and Alfonso Arturo Castrej{\'o}n-Pita},
  journal={Journal of Non-Newtonian Fluid Mechanics},
  year={2019}
}
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The numerical results show that the square-root formulation performs efficiently in the tested benchmark problems at high-Weissenberg number flows, such as the lid-driven cavity flow, the flow around a confined cylinder, the cross-slot flow and the impacting drop free surface problem.
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