Topography and Dispersion Effects in Bottom Layer Dynamics
K. Gavrilova
2004
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Citations
Journal
Journal of Applied Mechanics and Technical Physics
Full text
Semantic Scholar
Key Takeaway Key Takeaway: The study demonstrates that bottom layer dynamics can be modeled using a hyperbolic model, considering nonlinear and dispersion effects, and analyzing traveling waves above flat and inclined bottoms.
Abstract
A hyperbolic model of a shallow water flow is considered with allowance for nonlinear and dispersion effects. The structure of traveling waves above a flat bottom is studied. Stability of small disturbances of a homogeneous flow and development of instability of a nonstationary flow above an inclined bottom are analyzed.
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