the variational approach in water waves
This post primarily introduces The Variational Approach and demonstrates how to employ the method to derive the Euler-Lagrange equations for the water wave equations
fluid mechanics
water-wave, variational-principle
water-wave-Kelvin-Wedge
The Equations for Water Waves
incompressible flow momentum equation and Surface of water waves and boundary condition and Variational Formulation
fluid mechanics
Fourier-Transform, water-wave, Residue, complex-analysis
water-wave-Kelvin-Wedge
gravity wave and capillary wave
dispersion relation and solutions of the water wave equation incorporating surface tension
fluid mechanics
Fourier-Transform, water-wave, Residue, complex-analysis
water-wave-Kelvin-Wedge
stellar+twikoo配置最新评论以及配置live2d
修改自「星日语」大佬代码
Hexo-Theme
hexo-stellar
water wave - stationary phase -final
Asymptotic expansion of analytic functions and contour integral
fluid mechanics
water-wave, stationary phase, asymptotic-expansions, Gamma-function, Cauchy's-integral, Analytic-function
water-wave-Kelvin-Wedge
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