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Bottom changes in coastal areas with complex shorelines

机译:海岸线复杂的沿海地区的底部变化

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A model for the sea-bottom change simulations in coastal areas with complex shorelines is proposed. In deep and intermediate water depths, the hydrodynamic quantities are calculated by numerically integrating the contravariant Boussinesq equations, devoid of Christoffel symbols. In the surf zone, the propagation of the breaking waves is simulated by the nonlinear shallow water equations. The momentum equation is solved inside the turbulent boundary layer in order to calculate intra-wave hydrodynamic quantities. An integral formulation for the contravariant suspended sediment advection-diffusion equation is proposed and used for the sea-bottom dynamic simulations. The proposed model is applied to the real case study of Pescara harbor (in Italy).
机译:提出了具有复杂海岸线的沿海地区海底变化模拟的模型。在深水和中等水深中,通过数值积分缺少Christoffel符号的反变Boussinesq方程来计算流体力学量。在海浪区,通过非线性浅水方程来模拟破碎波的传播。在湍流边界层内部求解动量方程,以计算波内流体动力量。提出了协变量悬浮泥沙对流扩散方程的积分公式,并将其用于海底动力学模拟。该模型被应用于意大利佩斯卡拉港口的真实案例研究。

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