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This paper by Jerry Bona and team from the University of Illinois focuses on higher-order approximations of unidirectional long-crested water waves. The collaborators investigate first-order results for Boussinesq systems and the need for more advanced models. They emphasize the importance of higher-order models in understanding unidirectional wave propagation. A comparison of two-way models with one-way models is provided to showcase the benefits of using higher-order approximations. The study includes numerical investigations into the dynamics of long-crested waves in two-dimensional motion.
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Higher-order Approximations of Unidirectional, Long-crested Water Waves Jerry Bona University of Illinois at Chicago
A. Alazman J. Albert X. Carvajal H. Chen M. Chen T. Colin D. Lannes M. Panthee J.-C. Saut M. Scialom J. Wu Collaborators