A weakly nonlinear model for two-layer fluids captures asymmetric surface wave behaviors (wavelength, group velocity, amplitude) induced by underlying interfacial solitary waves and their broadening.
An efficient algorithm based on quadratic spline collocation and finite difference methods for parabolic partial differential equations
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Asymmetric behavior of surface waves induced by an underlying interfacial wave
A weakly nonlinear model for two-layer fluids captures asymmetric surface wave behaviors (wavelength, group velocity, amplitude) induced by underlying interfacial solitary waves and their broadening.