ISSN 1000-3665 CN 11-2202/P

    空间大尺度流域地形演化数值模拟替代模型研究

    Surrogate models for numerical simulation of spatial large-scale watershed landscape evolution

    • 摘要: 空间大尺度流域地形演化数值模拟存在高计算耗时和高存储空间的难题。替代模型常用于替代原始模型以解决计算耗时问题,但较少针对巨量网格剖分引起的存储问题。本次研究以塔里木河流域为研究区开展地形演化数值模拟研究。采用6类主流的机器学习方法构建可进行空间降尺度的地形演化替代模型,对比分析不同替代模型的表现,并开展了4种未来气候情景下的研究区地形演化及河道变迁情景模拟。结果显示,采用精细高斯支持向量机方法构建的地形演化替代模型表现最佳,验证集均方根误差为0.086 m,决定系数为0.954。在模拟期内(2021—2100年),研究区高程升高区主要分布于坡底及河道附近,下降区集中在平原及盆地区域。研究区河道变迁主要发生在下游平原和盆地区域,塔里木河干流和车尔臣河的迁移距离超过20 km,且河道变迁对气候变化具有高敏感性。本次研究建立了具有空间降尺度功能的地形演化替代模型,解决了地形演化数值模拟的计算耗时和存储空间问题,提升了空间大尺度流域地形演化与河流变迁定量研究的可行性。

       

      Abstract: Numerical simulation of spatial large-scale watershed landscape evolution faces significant challenges due to high computational demands and extensive storage requirements. Surrogate models are widely used to reduce computation time, but their application in addressing storage issues caused by large-scale grids remains limited. This study conducted landscape evolution simulations in the Tarim River Basin, proposing surrogate models that incorporate spatial downscaling through six prominent machine learning methods, and compared the performance of different models. Subsequently, simulations of landscape evolution and river course changes under four future climate scenarios were conducted based on the surrogate models. Results show that the model based on refined Gaussian Support Vector Machine method performs the best, with a root mean square error of 0.086 m and a determination coefficient of 0.954. During the simulation period (2021—2100), elevation increases are mainly distributed at the slope bottoms and near the river channels, while decreases are concentrated in the plains and basin areas; river course changes primarily occurs in the downstream plains and basin areas, with migrations of the main channel of the Tarim River and the Qarqan River exceeding 20 km. The river course changes in the study area are highly sensitive to climate change. This study presents a surrogate model for landscape evolution with spatial downscaling capabilities, addressing the both computational time and storage challenges, thereby enhancing the feasibility of quantitative analyses of large-scale watershed landscape evolution and river course modifications.

       

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