2D Finite Element Modelling of Flooding Due to River Bank Collapseby L. D'Alpaos, Univ of Padua, Padua, Italy,
A. Defina, Univ of Padua, Padua, Italy,
B. Matticchio, Univ of Padua, Padua, Italy,
Abstract: To compute the flood propagation over an initially dry area a new set of 2D equations has been recently proposed which accounts for the ground unevenness effects. The paper presents a 2D mathematical model which solves these equations by a staggered finite element scheme. The whole domain is divided into triangular elements. Water elevations are considered linearly varying between element nodes while velocities are considered constant over the element. The proposed model is applied to study the flood propagation along the Brenta river considering, in addition, a possible river bank collapse during the high stage. The influence of the threshold depth Ylim upon the celerity of the front propagation over the dry area behind the broken bank is also investigated with the model.
Subject Headings: Finite element method | Two-dimensional models | Hydrologic models | River bank stabilization | Floods | Mathematical models | Model analysis | Mathematics | Italy | Europe
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