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On resurging a bore-soliton-splash rogue wave

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If you have a question about this talk, please contact Dr C. P. Caulfield .

We were able to create an anomalously high rogue wave splash in a water wave channel with a convergence involving a bore and solitons, and we could control it. Unexpectedly, this man-made extreme or rogue wave is related to rogue waves in multidirectional seas, solutions of the KP-equation, tsunami run-up into coastal valleys, and certain wave-energy devices, as we will show. Some steps towards the mathematical and numerical modeling of this bore-soliton-splash will be discussed, including accurate conservative discretizations of water waves, a theoretical model for bores in dispersive wave models, and a single-phase mixture theory for air- and water in an approximate model for intermittent wave breaking.

This talk is part of the Fluid Mechanics (DAMTP) series.

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