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G. Smart (NIWA, NZ) and L. Deike (San Diego, USA)

Séminaire mécanique des fluides
Date: 2014-09-16 11:00 - 12:30

Graeme Smart - National Institute of Water and Atmospheric research (NIWA) Christchurch New Zealand

"Floods and flood modelling down under." Abstract

"Down under" is the colloquial name for Australasia. It also means "beneath the surface". The seminar will give a brief overview of flooding in New Zealand and an "in depth" description of flood model applications, problems and potential developments related to experiences with numerical modelling in Australia and New Zealand.

 

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Luc Deike - Scripps Institution of Oceanography San Diego USA

"Surface tension effects in wave breaking"

Wave breaking in the ocean is of fundamental importance in order to quantify wave dissipation and air-sea interaction, including gas and momentum exchange, and to improve parametrization for ocean-atmosphere exchange in weather and climate models. Here, we present a numerical study of wave breaking by solving the full Navier-Stokes equations for two-phase air-water flows using the solver Gerris [1]. We describe a parametric study of the influence of capillary effects on wave breaking using two-dimensional simulations. The onset of wave breaking as a function of the Bond number, Bo, and the initial wave steepness S is determined and a phase diagram in terms of (S,Bo) is presented that distinguishes between non-breaking gravity waves, parasitic capillaries on a gravity wave, spilling breakers and plunging breakers. The wave energy dissipation is computed for each wave regime and is found to be in good agreement with experimental results for breaking waves. Moreover, the enhanced dissipation just by parasitic capillaries is comparable to the dissipation due to breaking [2]. Extending the simulations to three dimensions permits studies of the generation and statistics of bubbles and spray during breaking.

[1] Popinet, S. 2003. Journal of Computational Physics 190, 572–600. Popinet, S. 2009. Journal of Computational Physics 228, 5838–5866.

[2] Deike, L., Popinet, S., and Melville, W.K. Submitted to Journal of Fluid Mechanics (June 2014).

 

 

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  • 2014-09-16 11:00 - 12:30