Накат нелинейной монохроматической волны на плоский откос в присутствии прилива
The nonlinear problem of run-up of a long wave on a plane beach in presence of a tide is solved
within nonlinear shallow water theory using the Carrier–Greenspan approach. An exact solution to the nonlinear
problem for the wave run-up height is found as a function of the incident wave amplitude. The influence
of the tide on the characteristics of wave run-up on a beach is studied.