基于物质点法的粘土边坡位移距离预测模型

Yu-Han Zhao, Qiang Wu, W. Du
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摘要

利用物质点法(substance point method, MPM)建立了黏土边坡的跳动距离预测模型,该模型可以模拟考虑土体应变软化效应的边坡渐进破坏过程。从NGA-West2数据库中选择了一组100个地面运动,然后进行缩放以进行斜坡的动力分析。边坡永久位移(D)可分为两类,即D小于0.4 m的“未破坏”类和D在10 ~ 15 m范围内的“破坏”类。研究发现,在“未失效”类别中,峰值地面速度(PGV)与D的相关性最高,而在“失效”类别中,所有地面运动强度测量(如PGV、峰值地面加速度)与D的相关性较低。因此,粘土边坡崩塌的跳动距离更多地与破坏模式有关,而不是与触发震动强度有关。在此基础上,建立了数千个具有不同坡角、坡高(H)、土密度、峰值和残余强度参数的边坡模型。然后收集斜坡坍塌的跳动距离。提出了不同坡角的预测模型,该模型预测了以H、单位重量、剩余黏聚力和剩余摩擦角为函数的跳动距离。所建模型适用于坡角为30°~ 45°、H为10 m ~ 30 m的粘土边坡。
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Predictive models for the run-out distance of clay slopes based on material point method
This paper aims to propose run-out distance predictive models for clay slopes using the material point method (MPM), which can simulate the progressive failure process of slopes considering the strain softening effect of soils. A suite of 100 ground motions is selected from the NGA-West2 database and then scaled for conducting the dynamic analysis of slopes. The permanent slope displacements (D) can be classified into two categories, namely the “un-failure” category with D smaller than 0.4 m and the “failure” category with D in the range of 10 m to 15 m. It is found that peak ground velocity (PGV) exhibits the highest correlation with D for the “un-failure” category, whereas all ground-motion intensity measures (e.g., PGV, peak ground acceleration) are less correlated with D for the “failure” category. Therefore, the run-out distance of collapsed clay slopes is more related to the failure model rather than the triggering shaking intensities. Moreover, thousands of slope models with various slope angles, slope heights (H), soil densities, and peak and residual strength parameters are developed based on MPM. The run-out distances for the slopes being collapsed are then collected. Predictive models for different slope angles are proposed, which predict the run-out distance as a function of H, unit weight, residual cohesion, and residual friction angle. The proposed models are applicable for clay slopes with slope angles in the range of 30° to 45° and H in the range of 10 m to 30 m.
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