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基于位移突变准则的颗粒流强度折减法
引用本文:戴健健,朱振学,叶楠,苏超,张恒.基于位移突变准则的颗粒流强度折减法[J].科学技术与工程,2021,21(28):12052-12057.
作者姓名:戴健健  朱振学  叶楠  苏超  张恒
作者单位:河海大学水利水电学院, 南京210098;吉林省水利水电勘测设计审查总站,长春130033;吉林水利科学研究院,长春130022
基金项目:基于施工仿真的软基上水工结构优化设计方法及应用研究
摘    要:采用颗粒流强度折减法评价边坡稳定性的关键是临界破坏状态的判定。以某边坡工程为例,利用PFC~(2D)程序对土体进行双轴压缩试验,标定了土体的细观参数并建立边坡颗粒流模型。对位移突变准则进行改进,通过绘制特征颗粒位移与折减系数关系曲线求解边坡稳定系数,并研究特征颗粒的选取方式。研究结果可重现边坡滑动破坏的形态变化,模拟的边坡破坏形态与有限元强度折减法和Bishop法结果一致,研究结果可为颗粒流强度折减法求解边坡稳定系数及滑坡模拟提供参考和借鉴。

关 键 词:位移突变准则  颗粒流  强度折减  稳定分析  滑坡
收稿时间:2020/9/11 0:00:00
修稿时间:2021/7/5 0:00:00

Particle Flow Strength Reduction Method Based on Displacement Mutation Criterion
Dai Jianjian,Zhu Zhenxue,Ye Nan,Su Chao,Zhang Heng.Particle Flow Strength Reduction Method Based on Displacement Mutation Criterion[J].Science Technology and Engineering,2021,21(28):12052-12057.
Authors:Dai Jianjian  Zhu Zhenxue  Ye Nan  Su Chao  Zhang Heng
Institution:College of Water Conservancy and Hydropower Engineering, Hohai University
Abstract:The key to using the particle flow strength reduction to evaluate the slope stability is the judgment of the critical failure state. Tooking a slope project as an example, the PFC2D code was used to simulate a biaxial compression test on the soil to calibrate its mircroscopic parameters. A particle flow model of the slope was established. Then, the criterion of displacement mutation was improved. The stability factor of the slope was solved by drawing the relation curve between characteristic particles and reduction coefficients. Besides, the selection of the characteristic particles was studied. The method in this paper can reproduce the morphological changes of slope sliding failure. The simulated failure mode of slope is consistent with the finite element strength reduction method and the Bishop method. The research results can provide references for the particle flow strength reduction to solve the stability factor of slope and the simulation of landslides.
Keywords:displacement mutation criterion  particle flow  strength reduction  stability analysis  landslide
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