Water Surface Waves: Finite-amplitude waves

Seoul National University
via edX

To understand non-linear water wave theories and perturbation methods

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This course covers fundamentals of nonlinear water waves based on perturbation methods. After reviewing basic techniques of perturbation methods, we study solutions for Stokes waves of deep water. After identifying the limitation of Stokes waves solution in shallow water, we then derive the nonlinear shallow-water equations. Finally, we explore the Boussinesq equations to account for (weak) dispersion and solve the kdV equation to obtain the solitary wave solution.

Instructor(s)

Yong Sung Park, Minjae Lee
Seoul National University
via edX
Free (audit)
Paid Certificate Available
Estimated 4 weeks
Self paced
Advanced