A novel (2+1)d nonlinear evolution equation for weakly stratified free surface boundary layers
Journal Article
Oloo, J., & Shrira, V. (2023)
A novel (2+1)d nonlinear evolution equation for weakly stratified free surface boundary layers. Journal of Fluid Mechanics, 973(A40), https://doi.org/10.1017/jfm.2023.773
To get an insight into dynamics of the oceanic surface boundary layer we develop an asymptotic model of nonlinear dynamics of linearly decaying three-dimensional long10 wave ...
: Collapses in the oceanic Ekman boundary layer
Presentation / Conference
Shrira, V., & Oloo, J. (2022, May)
: Collapses in the oceanic Ekman boundary layer. Presented at 24th European Geoscience Union (EGU22), Vienna, Austria
Collapses of linearly decaying three-dimensional perturbations in homogeneous and weakly stratified boundary layers
Thesis
Oloo, J. Collapses of linearly decaying three-dimensional perturbations in homogeneous and weakly stratified boundary layers. (Thesis)
http://researchrepository.napier.ac.uk/Output/3197942
The physical mechanisms of why an orderly laminar flow suddenly becomes turbulent are still poorly understood, despite more than a century of incessant efforts. The thesis put...
Boundary layer collapses described by the two-dimensional intermediate long-wave equation
Journal Article
Oloo, J. O., & Shrira, V. I. (2020)
Boundary layer collapses described by the two-dimensional intermediate long-wave equation. Theoretical and Mathematical Physics, 203(1), 512-523. https://doi.org/10.1134/S0040577920040078
We study the nonlinear dynamics of localized perturbations of a confined generic boundary-layer shear flow in the framework of the essentially two-dimensional generalization o...