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DELTA SIMULATIONS USING A ONE-LINE MODEL COUPLED WITH OVERWASH

机译:使用溢流耦合的单线模型进行DELTA模拟

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By adding a simple fixed-point sediment source to a numerical one-contour-line coastal evolution model, we investigate how the distribution of wave approach angles affects the evolution of wave-dominated deltas. These experiments are motivated by recent findings that shoreline evolution is strongly dependant on wave approach angle, and that the ability for alongshore sediment transport to flatten a bump along a sandy coast decreases as deep-water waves approach from more oblique angles. Waves approaching from sufficiently oblique angles (high-angle waves) result in a shoreline instability. Simulations using the one-line numerical model, which includes a simple parameterization of barrier overwash, show that, for the same sediment supply and wave energy, deltas prograde faster and with a more pronounced aspect ratio if the proportion of high-angle waves is increased. An asymmetry in the wave climate increases the tendency towards shoreline instability on the downdrift delta wing; simulations exhibit overwashing spits that extend from the river mouth. This asymmetrical delta evolution is reminiscent of Sf. Gheorghe (St. George) lobe of the Danube Delta, Romania. Other simulations with an initially high then later reduced sediment input rate resemble the basic form of the Ebro Delta, Spain, with lobes recurving towards the mainland extending from both sides of the river mouth. These preliminary investigations demonstrate that reshaping of deltas by waves and subsequent overwash can give rise to surprisingly complex shapes and behaviors
机译:通过将简单的定点沉积物源添加到数值一轮廓线海岸演化模型中,我们研究了波浪进近角的分布如何影响波浪主导的三角洲的演化。这些实验是受最近的发现启发的,即海岸线的演化在很大程度上取决于波浪的接近角,并且随着深水波从更倾斜的角度接近,近岸沉积物使沙质海岸的颠簸变平的能力下降。从足够倾斜的角度接近的波浪(大角度波浪)会导致海岸线不稳定。使用单线数值模型进行的模拟(其中包括屏障溢流的简单参数化)显示,对于相同的沉积物供应和波浪能,如果增加高角度波浪的比例,则三角洲的速度会更快并且纵横比会更明显。波浪气候的不对称性增加了下漂三角洲的海岸线不稳定的趋势。模拟显示从河口延伸出来的过度冲洗的喷口。这种不对称的三角洲演变让人联想到Sf。多瑙河三角洲的Gheorghe(圣乔治)瓣,罗马尼亚。其他模拟方法最初是较高的,后来又降低了泥沙的输入速率,类似于西班牙的埃布罗三角洲的基本形式,从河口的两侧向大陆弯曲成小叶。这些初步研究表明,通过波浪重塑三角洲和随后的过度冲刷会导致形状和行为异常复杂。

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