статья в журнале

En

Journal of Applied Mechanics and Technical Physics

ISSN:0021-8944
eSSN:1573-8620

2018

10.1134/S0021894418040041

Two-dimensional seiche oscillations in a rectangular basin of constant depth with an open entrance are considered within the framework of the linear theory of long waves. An analytical solution is obtained for the case where a nodal level line is located at the entrance to the basin. It is shown that transverse seiches in a basin with an open entrance are two-dimensional in contrast to similar modes in a completely closed basin, which are one-dimensional. Seiche parameters are calculated for model basins with dimensions and depth characteristic of a number of Sevastopol bays. Comparison of the calculation results with observations data shows that they are in satisfactory agreement.

BAY SEICHES, FREE WAVES, LONG WAVES, WAVE CURRENTS, BASIN WITH AN OPEN ENTRANCE, ANALYTICAL SOLUTIONS, HELMHOLTZ'S MODE, SEVASTOPOL BAYS

2018-12-12 15:49:00