Scalar models for water-waves problem: application to breaking wave

ISBN-13: 9786202307833 / Angielski / Miękka / 2018 / 116 str.

Samer Israwi

Opis

We give here a new class of scalar equations for the Water-Waves problem taking into account variable bottom topographies. Many variable depth KdV equations existing in the literature are recovered as particular cases. We also derive a new linear models for these new equations of same accuracy and we validate numerically these results. We study all these equations and we treat the phenomena of breaking wave.

O autorze

Samer Israwi, Ph.D degree in Mathematics from University of Bordeaux 1, France. Full professor, Lebanese University. Born in Beirut 05/07/1983. Doctor in applied Mathematics. His research activity is devoted to PDEs, numerical analysis with applications to oceanography theory.