Master Thesis: Modeling surface roughness in Computational Fluid Dynamics using the Navier-Slip Boundary Condition

  • In (Computational) Fluid Dynamics lectures, we assume fluid gets trapped

    within small cavities that define the surface roughness and use this

    assumption to claim that the fluid's velocity at the surface equals the

    velocity of the surface, i.e. zero-velocity boundary condition for fixed

    surfaces. For large-scale CFD simulations, numerical methods cannot

    resolve the surface roughness, so a zero-velocity boundary condition is

    assumed. Surprisingly, the Darmstadt Tribometer experiment at TU

    Darmstadt (FST Institute) indicates that the surface roughness introduces a

    (small) partial slip at the surface, which can be modelled using the Navier-

    Slip boundary condition, with the slip-length related to the characteristics of

    surface roughness. This effect possibly plays a significant role in wetting

    processes investigated in the Collaborative Research Center 1194 at TU

    Darmstadt.


    More details and contact information are in the attached PDF.