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Water Surface Waves

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.

What you'll learn

  • l Perturbation methods
  • l Stokes wave theory and solutions
  • l Nonlinear shallow water equations
  • l Boussinesq equations
  • l kdV equation and solitary wave solution
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Length 4 weeks
Effort 4 weeks, 2–4 hours per week
Starts On Demand (Start anytime)
Cost $49
From Seoul National University via edX
Instructors Yong Sung Park, Minjae Lee
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Language English
Tags Engineering

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Rating Not enough ratings
Length 4 weeks
Effort 4 weeks, 2–4 hours per week
Starts On Demand (Start anytime)
Cost $49
From Seoul National University via edX
Instructors Yong Sung Park, Minjae Lee
Download Videos On all desktop and mobile devices
Language English
Tags Engineering

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