Abstract: A numerical storm surge model, using the linearized form of the transport equations, is used to compute surges in a rectangular basin of variable depth and with three open water boundaries. The computed surges are sensitive ...

Abstract: A linear form of the transport equations of motion is used to compute numerically storm surges generated by model tropical storms traveling across model basins. The storms move in any fixed direction and speed relative to ...

Abstract: A transient Ekman's transport equation, in which bottom stress is formed as a convoluted integral in terms of surface stress and surface slope, and a continuity equation are used as predictors to compute storm surges in a ...

Abstract: The transient phase of a storm surge generated by an idealized tropical storm in a coastal area is investigated by numerical means. Linearized forms of the storm surge equations of motion are used without bottom friction. ...

Abstract: The linearized two-dimensional hydrodynamic equations are presented in a manner which displays the principal assumptions involved. Several approximations are developed for the partial derivatives, and boundary conditions ...