Overturned Interfacial Traveling Waves [video presentation]

Authors

Benjamin F. Akers, Air Force Institute of TechnologyFollow
David M. Ambrose, Drexel University
J. Douglas Wright, Drexel University
David W. Sulon, Drexel University
Kevin Pond, Air Force Institute of Technology
Jonah A. Reeger

Document Type

Article

Publication Date

2017

Abstract

Periodic traveling waves are computed on parameterized interfaces, which are not functions of the horizontal coordinate(s). These overturned traveling waves are computed on one and two-dimensional interfaces, on a classic interface between two fluids as well as on boundary formed by a hydroelastic ice sheet. Numerical continuation procedures are coupled with local and global bifurcation theorems. Extreme wave types and bifurcation surfaces are presented. The prospects for stability of overturned traveling waves are discussed.

Comments

The "Link to Full Text" opens the video presentation at the Banff International Research Station website.
This presentation is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 4.0 International.

A prior lecture by this name was presented by Dr. Akers to the BIRS Workshop in 2013.
https://scholar.afit.edu/facpub/768/

Source Publication

BIRS Workshop Lecture Videos

Recommended Citation

Akers, B. F., Ambrose, D. M., Wright, J. D., Sulon, D. W., Reeger, J. A., & Pond, K. (2017). Overturned Interfacial Traveling Waves (2017). In Banff International Research Station Workshop Lecture Videos.