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作 者:万励 张兴周 王宇峰 徐立明 徐长节[1,4] Wan Li;Zhang Xingzhou;Wang Yufeng;Xu Liming;Xu Changjie(Research Center of Coastal and Urban Geotechnical Engineering/Engineering Research Center of Urban UndergroundDevelopment of Zhejiang Province ,Zhejiang University, Hangzhou 310058, P. R. China;Zhejiang Communications ConstructionGroup Co. , Ltd, Hangzhou 310000, P. R China;School of Civil Engineering and Architecture/Jiangxi Key Laboratoryof Infrastructure Safety Control in Geotechnical Engineering ,East China Jiao tong University, Nanchang 330013, P. R. China;Zhejiang Hanghai Intercity Railway Co. , Ltd, Jiaxing 314000,Zhejiang, P. R. China)
机构地区:[1]浙江大学滨海和城市岩土工程研究中心浙江省城市地下空间开发工程技术研究中心,杭州310058 [2]浙江交工集团股份有限公司,杭州310000 [3]浙江杭海城际铁路有限公司,浙江嘉兴314000 [4]华东交通大学土木建筑学院江西省岩土工程基础设施安全与控制重点实验室,南昌330013
出 处:《土木与环境工程学报(中英文)》2019年第3期19-26,共8页Journal of Civil and Environmental Engineering
基 金:国家重点基础研究发展计划(2015CB057801);国家自然科学基金(51878276);国家杰出青年科学基金(51725802)~~
摘 要:建立在半无限土体假定上的朗肯土压力理论和库伦土压力理论,在挡土墙后填土有限的情况下不再适用。针对墙后无黏性填土,采用离散元方法分别对光滑、粗糙墙面平动模式下墙后有限宽度土体主动破坏的过程进行研究,分析了挡土墙运动过程中滑裂带发展、土体位移规律以及墙后水平土压力分布的情况。研究结果表明,墙体光滑情况下,滑裂带呈直线,墙后填土宽高比较小时,可以观察到滑裂带的反射,墙后土体呈多折线破坏模式,滑裂带倾角基本与库伦理论滑裂带倾角相等,且与土体宽高比无关,水平土压力合力受土体宽高比影响亦不大。墙体粗糙情况下,滑裂带呈曲线,反射现象随墙体粗糙程度增加而减弱,滑裂带倾角随土体宽高比增大而减小,最终落于库伦理论滑裂带内侧。此时,存在一临界宽高比,当墙后土体宽高比小于此值时,主动土压力随宽高比增大而增大,大于此值时,主动土压力不受宽高比影响。而无论墙体粗糙与否,墙后土体宽高比越小,达到极限状态所需墙体位移均越小。The classical Coulomb and Rankine earth pressure theories are based on the assumption that the soil near a retaining wall are semi-infinite.It is obvious that these theories are no longer suitable for the narrow backfill behind a retaining wall.A series of numerical simulations are conducted by DEM to study the active failure process of limited cohesionless soil with finite width behind a rough and smooth walls.The development of the failure surface,the displacement field of the soils and the distribution of active earth pressure are analyzed.The results show that multiple slip surfaces occur in the backfill if the region behind the smooth wall is narrow enough.The slip surface angle is close to the Coulomb's theoretical solution,which shows no relation with the width height ratio.This ratio also has little influence on the active earth pressure in this case.In another case,when the wall is rough,the actual shape of failure surface is a curve rather than a straight line.The rougher the wall,the weaker the reflection.The angle of failure surface decreases along with the width height ratio of soils increases.And the failure surface is finally located inside the Coulomb's failure surface.There exists a critical width height ratio of soils behind the rough wall.The active earth pressure decreases with increases of the ratio if it is smaller than the critical value,but the active earth pressure is independent from the ratio if it is larger than the critical ratio.The smaller the width height ratio is,the smaller displacement of the ultimate equilibrium state will be,regardless of roughness of the retaining wall.
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