Development characteristics and controlling factors of landslides triggered by extreme rainfall on April 20, 2024, in Shaoguan City, Guangdong Province
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摘要:
2024年4月20日,广东省韶关市发生了特大暴雨事件,韶关市江湾镇地区24 h降雨量达到历史极值206 mm,诱发大规模滑坡,导致多地居民房屋遭到损毁、道路中断,引起了社会的广泛关注。及时获取降雨诱发滑坡编目、发育分布规律及主要调控因子对灾后的应急救援决策和恢复重建至关重要。本研究基于Planet高分辨率遥感影像,采用归一化植被指数(normalized difference vegetation index,简称NDVI)差分法自动提取滑坡区域,并绘制滑坡清单。同时,结合地形、降雨和地质环境因素,分析了滑坡分布规律及其成因。此次极端降雨共诱发滑坡
1426 处,总面积4.56 km2,规模以中小型滑坡为主,主要沿河流呈EN-WS向聚集,形成带状分布,群发性效应显著。空间统计分析显示,滑坡主要集中分布在海拔200~300 m、坡度为20°~30°的斜坡区域。进一步采用逻辑回归、支持向量机、随机森林和极限梯度提升4种机器学习模型,评估降雨诱发滑坡易发性制图精度。结果表明,随机森林和极限梯度提升模型性能最佳,易发区主要分布在河谷两侧的山体斜坡区域。通过SHAP(SHapley additive exPlanations)方法量化分析滑坡的主控因子,发现海拔、降雨量、剖面曲率和地形湿度指数是滑坡发生的关键驱动因素。该研究可为降雨诱发滑坡的快速识别及基于深度学习的易发性评价提供有效方法与数据支持。Abstract:ObjectiveOn April 20, 2024, an extreme rainstorm event occurred in Shaoguan City, Guangdong Province, South China. The 24-hour rainfall in Jiangwan Town reached a historical maximum value of 206 mm, which triggered a large number of landslides. These hazards caused serious damage to residential buildings, road blockages, and widespread social concern. Timely acquisition of landslide inventories, understanding their development distribution patterns, and identifying main controlling factors are crucial for post-disaster emergency response and reconstruction.
MethodsBased on high-resolution Planet remote sensing images, the normalized difference vegetation index (NDVI) difference method combined with terrain correction and morphological post-processing was adopted to automatically extract landslide areas. A complete landslide inventory was compiled. Meanwhile, the spatial distribution patterns and causal factors of the landslides were analyzed, combined with topographic, rainfall, and geological environmental factors. The SHapley Additive exPlanations (SHAP) method was applied to quantitatively identify the dominant controlling factors of landslide occurrence.
ResultsThe results showed that the extreme rainfall event triggered 1 426 landslides in total, with a total area of 4.56 km2, mainly small to medium scale in size. Landslides predominantly clustered along rivers in a northeast-southwest orientation, forming belt-like distributions, with notable group-occurring effects. Spatial statistical analysis revealed that landslides were intensively distributed in slope areas with elevations of 200-300 m and slopes of 20°-30°. Four machine learning models, namely logistic regression (LR), support vector machine (SVM), random forest (RF), and eXtreme gradient boosting (XGBoost), were used to evaluate the accuracy of landslide susceptibility mapping. The results showed that random forest and eXtreme gradient boosting models performed best, identifying highly susceptible areas mainly on mountain slopes on both sides of the river valleys. Through quantitative analysis of the main controlling factors of landslides using the SHAP method, it was found that elevation, rainfall, profile curvature, and topographic wetness index (TWI) were the key driving factors for landslide occurrence.
ConclusionThis study provides reliable technical approaches, refined data support, and practical reference for rapid identification of rainfall-induced group-occurring landslides and machine learning-based susceptibility evaluation in similar mountainous areas.
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表 1 研究区不同模型滑坡易发性分区统计
Table 1. Statistics of landslide susceptibility zoning for different models in the study area
模型 易发性
分区斜坡单
元数/个分区面
积/km2面积占
比A/%灾害数
量/个灾害占
比N/%比值
(N/A)LR 极低 994 86.19 38.15 56 3.96 0.10 低 638 48.95 21.66 124 8.77 0.40 中 535 43.29 19.16 340 24.05 1.26 高 420 31.89 14.11 510 36.07 2.56 极高 239 15.63 6.92 384 27.16 3.93 SVM 极低 1219 96.88 42.88 71 5.02 0.12 低 560 45.79 20.26 139 9.83 0.49 中 408 34.66 15.34 271 19.17 1.25 高 312 23.99 10.62 320 22.63 2.13 极高 327 24.63 10.90 613 43.35 3.98 RF 极低 1336 108.94 48.21 72 5.09 0.11 低 603 45.58 20.17 186 13.15 0.65 中 342 27.44 12.14 221 15.63 1.29 高 301 24.89 11.02 404 28.57 2.59 极高 244 19.11 8.46 531 37.55 4.44 XGBoost 极低 1695 130.72 57.85 153 10.82 0.19 低 357 28.53 12.63 189 13.37 1.06 中 212 19.41 8.59 171 12.09 1.41 高 212 18.48 8.18 218 15.42 1.88 极高 350 28.80 12.75 683 48.30 3.79 注:LR. 逻辑回归;SVM. 支持向量机;RF. 随机森林;XGBoost. 极限梯度提升;下同 表 2 4个模型AUC值统计结果
Table 2. Statistical results of AUC values for four models
模型 AUC值 最小值 最大值 均值 中值 标准差 LR 0.75 0.87 0.81 0.81 0.0434 SVM 0.77 0.89 0.84 0.84 0.0383 RF 0.82 0.90 0.86 0.86 0.0247 XGBoost 0.83 0.89 0.86 0.86 0.0229 -
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