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Showing 1 to 4 of 4 for “"viscous sub-layer"”.

  1. Numerical Investigation of turbulent coupling boundary layer of air-water interaction flow

    … Pseudo-spectral method is used in each flow subdomain with Fourier expansion in streamwise and spanwise directions and finite difference in vertical direction. Statistically quasi-steady flow properties, such as mean velocity profiles, turbulent intensities, Reynolds stress and turbulent …

    mit Repository record for Numerical Investigation of turbulent coupling boundary layer of air-water interaction flow (opens in a new tab)

  2. Estimation of the bed shear stress in vegetated and bare channels

    … vegetated channels with smooth beds, within a viscous sub-layer at the bed, the viscous stress decreases linearly with increasing distance from the bed, resulting in a parabolic velocity profile at the bed. For bare channels, the model describes the velocity profile in the overlap region of the …

    mit Repository record for Estimation of the bed shear stress in vegetated and bare channels (opens in a new tab)

  3. The exchange of oxygen at the surface of open waters under wind forcing

    … of hydrodynamic behaviour within the aqueous viscous sub-layer using a particle image velocimetry (PIV) system and the development of a Laser Induced Fluorescent (LIF) system capable of measuring reliable dissolved oxygen concentration profiles to within 28µm of the air-water interface. Major …

    unsw Repository record for The exchange of oxygen at the surface of open waters under wind forcing (opens in a new tab)

  4. A numerical investigation of self-sustained cavity flow oscillations

    … made by considering the effect of the turbulent viscous sub-layer using the Integration-to-the-wall boundary condition. The results confirmed that the shear layer instability reduced gradually from Mach 1.5 to 3.5. An improvement in SPL prediction was achieved. Dominant modes were also correctly …

    soton Repository record for A numerical investigation of self-sustained cavity flow oscillations (opens in a new tab)