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Map-based Probabilistic Infinite Slope Analysis of the Stephens Creek Watershed, Portland, Oregon

机译:俄勒冈州波特兰斯蒂芬斯溪流域的基于地图的概率无限斜率分析

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摘要

The Stephens Creek Watershed in southwest Portland, Oregon was chosen by the city as a pilot project for urban stream restoration efforts, and the infiltration of stormwater was identified as a potential restoration strategy. The Stephens Creek Watershed has historically been known to be unstable during high precipitation events (Burns, 1996), and the need to address the response of slope stability to anthropogenically-driven changing groundwater conditions is the focus of this study. Airborne light detection and ranging (LiDAR) and geotechnical data from the City of Portland were employed to create a high resolution (0.84 m2) physics-based probabilistic slope stability model for this watershed, using the map-based probabilistic infinite slope analysis program PISA-m (Haneberg, 2007). Best and worst case models were run using fully dry and fully saturated soil conditions, respectively. Model results indicate that 96.3% of the watershed area had a probability [less than or equal to] 0.25 that the slope factor of safety (FOS) was [less than or equal to] 1 for fully dry conditions, compared to 76.4% for fully saturated conditions. Areas that had a probability [greater than or equal to] 0.25 that the slope factor of safety (FOS) was [less than or equal to] 1 were found to occur mainly along cut/fill slopes as well as within the deeply incised canyons of Stephens Creek and its tributaries. An infiltration avoidance map was derived to define areas that appear to be unsuitable for infiltration. Based on these results, it is recommended that stormwater continues to be directed to existing sewer infrastructure and that the u22storm water disconnectu22 restoration approach not be used by the city.
机译:俄勒冈州波特兰市西南的斯蒂芬斯克里克流域被城市选为城市河流修复工作的试点项目,雨水的渗入被确定为一种潜在的修复策略。从历史上讲,斯蒂芬斯克里克流域在高降水量事件中是不稳定的(Burns,1996),解决人为驱动的地下水条件变化对边坡稳定性的响应是本研究的重点。利用基于地图的概率无限边坡分析程序PISA,利用波特兰市的机载光检测和测距(LiDAR)以及岩土工程数据,为该流域创建了基于物理学的高分辨率(0.84 m2)概率概率稳定模型。米(Haneberg,2007)。最佳和最差情况模型分别在完全干燥和完全饱和的土壤条件下运行。模型结果表明,在完全干燥的条件下,流域面积的96.3%的概率[小于或等于] 0.25 [FOS]的概率[小于或等于] 1,而在完全干旱的条件下,则为76.4%饱和条件。发现安全斜率(FOS)小于或等于1的概率[大于或等于0.25]的区域主要发生在挖方/填方坡度以及深切的峡谷内。斯蒂芬斯克里克及其支流。得出了一个避免渗透的图,以定义似乎不适合渗透的区域。根据这些结果,建议继续将雨水引向现有的下水道基础设施,并建议城市不要使用“雨水断开连接”的恢复方法。

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    Cole Ryan Andrew;

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