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基于上限定理的含裂缝边坡稳定性图表分析方法
引用本文:高明辉,张雅贤,王奇智,赵建青,孙超,周记名,张娜娜.基于上限定理的含裂缝边坡稳定性图表分析方法[J].科学技术与工程,2021,21(16):6830-6837.
作者姓名:高明辉  张雅贤  王奇智  赵建青  孙超  周记名  张娜娜
作者单位:河北省地质资源环境监测与保护重点实验室,石家庄050021;中央军委后勤保障部安置住房保障中心,北京100036;河北科技大学建筑工程学院,石家庄050018;中国土木工程集团有限公司,北京100038
基金项目:国家自然科学基金(NO.51709176)S;河北省自然科学基金(E2020208071)、(E2019208159);
摘    要:大量地灾现场勘测发现,滑坡外表面广泛分布着裂缝,在地震、静水压力、边坡超载等条件下均会加剧裂缝边坡失稳.为详细分析含裂缝边坡在不同条件下的安全性能,文章通过强度折减法结合极限分析上限定理,建立了综合性分析任意深度、位置的临界裂缝边坡稳定性的评估方法,推导得到安全系数求解方程,并优化了算法:将随机搜索法与非线性序列二次规划法相结合,解决计算中的大量迭代问题和易陷入局部最优解等问题;还原了裂缝边坡的形态并与经典结构、有限元计算结果对比验证.结果表明:与经典解相比,优化后算法显著提高计算稳定性与准确性;不同的工况条件会对边坡稳定性产生较大的影响;相同参数设计下,不利的工况易产生更深的裂缝.最后利用研究结论绘制了一系列的安全性图表,可作为工程师进行边坡安全性初步快速评估的依据.

关 键 词:边坡  临界裂缝  极限分析  安全系数  优化算法  安全性图表
收稿时间:2020/9/16 0:00:00
修稿时间:2021/3/10 0:00:00

Graphic analysis method for stability of cracked slopes based on upper limit theorem
Gao Minghui,Zhang Yaxian,Wang Qizhi,Zhao Jianqing,Sun Chao,Zhou Jiming,Zhang Nana.Graphic analysis method for stability of cracked slopes based on upper limit theorem[J].Science Technology and Engineering,2021,21(16):6830-6837.
Authors:Gao Minghui  Zhang Yaxian  Wang Qizhi  Zhao Jianqing  Sun Chao  Zhou Jiming  Zhang Nana
Institution:Hebei Key Laboratory of Geological Resources and Environment Monitoring and Protection,Shijiazhuang;School of Civil Engineering,Shijiazhuang Railway University,Shijiazhuang
Abstract:A large number of road and disaster site surveys have found that unfavorable cracks are widely distributed on the outer surface of the slope, and failure conditions such as seismic load, hydrostatic pressure, and surcharge load will increase the risk of crack slope instability. In order to analyze the safety performance of slope with different kinds of cracks under different failure conditions in detail, this paper established a comprehensive evaluation method for the stability of slope with crack under any depth and location by combining strength reduction method and upper bound limit analysis, and derived the equation of safety factor; To optimize the algorithm, combining the random search method with the non-linear sequential quadratic programming, this method solved a large number of problems such as iteration in the calculation, fall into the local optimal solution; The paper restored the morphology of the slip surface of the slope with crack and compared the location and depth of critical cracks with the finite element calculation software Optum-G2 to verify. The results show that: (1)compared with the classical solution, the optimized algorithm significantly improves the stability and accuracy of the calculation; different failure conditions will have a greater impact on the stability of the slope. (2)Under the same parameter design, deeper and more distant cracks tend to occur under more adverse different failure conditions. Finally, a series of safety charts are drawn using the conclusions of this study, which can be used as an initial assessment of slope safety by engineers.
Keywords:slope  critical crack  limit analysis  safety factor  optimize the algorithm  safety charts
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