人工神经网络和高级统计在大尺度上模拟产沙量:以摩洛哥为例

A. Gourfi, L. Daoudi, Abdelhafid El Alaoui El Fels, A. Rafik, Salifou Noma Adamou, Ayoub Lazaar
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引用次数: 1

摘要

摩洛哥是非洲水坝建设成就最高的国家之一,但由于上游水土流失,存在泥沙淤积现象。产沙量(SY)和悬浮产沙量(SSY)的评估仍然是一个具有挑战性的全球问题,特别是在摩洛哥,其特征是形态、气候和植被覆盖的多样性。本文的主要目的是利用先进的统计方法和人工神经网络(ANN)来了解产沙量的空间分布和最重要的控制因素,包括RUSLE模型(修正通用土壤流失方程)的因素。为了建立一个能够评估生态系统的模型,我们使用摩洛哥最大和重要水坝的42个集水区收集并分析了可能影响生态系统的大多数变量的大量数据。对研究流域的统计分析表明,SY主要与流域面积和流域网长度有关。而沟壑侵蚀多的流域,土壤生长速率较高,无土壤层位的流域,土壤生长速率较低。降水量主要与海拔高度、干旱化指数、含沙率、水系网长度有关。考虑到保持这一现象的复杂性,应用人工神经网络对SSY进行了预测,得到了非常满意的结果(NSE=0.93, R2=0.93)。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Use of Artificial Neural Network and Advanced Statistics to Model Sediment Yield on a Large Scale: Example of Morocco
Morocco ranks among countries with the greatest achievements in the field of dams in Africa but is affected by the sedimentation phenomenon due to soil erosion in upstreams. The assessment of Sediment Yield (SY) and Suspended Sediment Yield (SSY) remains a challenging global issue, especially in Morocco, characterized by a great diversity of morphological, climatic, and vegetation cover. The main objective of this paper was to perform advanced statistics and artificial neural networks (ANN) in order to understand the spatial distribution of sediment yield and the factors most controlling it, including factors of the RUSLE model (Revised Universal Soil Loss Equation). In order to produce a model able to assess SY, we collected and analyzed extensive data of most variables that can be affecting SY using 42 catchments of the biggest and important dams of Morocco. Statistical analysis of the studied watersheds shows that SY is mainly related to the watershed area and the length of the drainage network.  On the other hand, the SSY is higher in watersheds where gully erosion is abundant and lower in areas with no soil horizon. The SSY is mainly related to the altitude, aridity index, sand fraction, and drainage network length. In front of the complexity of preserving this phenomenon, the ANN was applied and gave very good satisfactory results in predicting the SSY (NSE=0.93, R2=0.93).
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