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首页> 外文期刊>Coastal engineering >Hybrid morphological modelling of shoreline response to a detached breakwater
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Hybrid morphological modelling of shoreline response to a detached breakwater

机译:海岸线对分离式防波堤响应的混合形态学建模

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We present a new type of model for calculating morphological changes induced by the presence of breakwaters. The model combines a process based area model, used to calculate the sediment transport field in the two horizontal dimensions, with a simplified morphological updating scheme where the evolving cross-shore profile is described by a limited number of parameters. The hybrid morphological model is a strong tool for medium and long term modelling because it is cost effective while containing important features of the sediment transport description. Two versions of the model are developed in order to study the evolution of beach morphology: one suited for offshore breakwaters (ID model) and one mainly dedicated to coastal breakwaters ("1.5D" model). The version for offshore breakwaters is first presented and tested against field observations of salient evolution. The model is then applied to a model study of the principle correlations between evolving salients (spatial and temporal scales), the characteristic dimensions of the breakwater (distance to shore and alongshore length) and wave climate (wave height, normal and oblique wave incidence). The second version is applied to investigate in more detail the evolving morphology behind coastal breakwaters. It is demonstrated how the model is able to calculate the evolution of either salient or tombolo planforms, and furthermore it is shown that the results are in reasonable agreement with existing rules.
机译:我们提出了一种新型模型,用于计算防波堤的存在引起的形态变化。该模型结合了基于过程的面积模型(用于计算两个水平维度上的沉积物运移场)和简化的形态更新方案,其中通过有限数量的参数描述了不断演变的跨海剖面。混合形态学模型是中长期建模的强大工具,因为它既具有成本效益,又包含沉积物传输描述的重要特征。为了研究海滩形态的演变,开发了两种版本的模型:一种适用于近海防波堤(ID模型),一种主要用于沿海防波堤(“ 1.5D”模型)。首先介绍了海上防波堤的版本,并针对显着演变的现场观测进行了测试。然后将该模型应用于模型研究中,这些模型之间的显着变化(空间和时间尺度),防波堤的特征尺寸(到岸边和沿海长度的距离)和波浪气候(波浪高度,法向和斜波入射)之间的原理相关性。第二个版本用于更详细地研究沿海防波堤背后不断演变的形态。证明了该模型如何能够计算出显着的平面图或伞形平面图的演变,此外,还证明了该结果与现有规则在合理范围内一致。

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