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考虑土拱效应平移挡土墙地震主动土压力分布

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基于Mononobe-Okabe理论,考虑土拱效应并假设土拱形状为圆弧形,通过对墙后土体的应力分析推导出在地震作用下土拱形状的曲线方程、侧土压力系数以及水平微分土层间平均剪应力与平均竖向应力二者关系的理论公式。采用水平层分析法推导出平移模式下挡土墙地震主动土压力分布、土压力合力以及合力作用点高度的理论公式,并与 Mononobe-Okabe 理论、前人方法以及试验数据进行对比分析。结果表明:随着地震系数的增大,土拱形状由下凹圆弧变为下凸圆弧,侧土压力系数也呈现增大趋势;计算出的地震土压力合力与 Mononobe-Okabe 理论计算值相等,但其分布为非线性分布;与现有理论相比,合力作用点高度与试验结果比较吻合。
Distribution of Seismic Active Earth Pressure of Retaining Wallin Translation Mode Considering Soil Arching
Based on Mononobe-Okabe theory,considering arch effect and assuming that soil arching was in the form of circle,after analyzing the stress of the filling behind retaining wall,the equation of soil arching was obtained,as well as the lateral earth pressure coefficient and a theory formula which is to calculate the relationship between the average shear stress and the average vertical stress on the horizontal differential elements.By using the method of horizontal differential element,an improved formula of the distribution of seismic active earth pressure resultant force and its points of application were obtained.The proposed method was compared with the existing methods and experimental data.It shows that the resultant seismic earth pressure is the same as that given by Mononobe-Okabe theory.The distribution of seismic earth pressure is non-linear.With the increase of seismic coefficient,soil arch shape changes,the coefficients of lateral earth pressure also increases.Compared with the existing theory,the heig-hts of points of application of the resultant force of proposed method are in consistence with the results of model test.

soil archingretaining wallseismic active earth pressureshear stress

张琪昌、鹿兴、李栋

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天津大学机械工程学院,天津 300072

土拱效应 挡土墙 地震主动土压力 剪应力

天津应用基础与前沿技术研究基金资助项目

12JCZDJC28000

2015

天津大学学报
天津大学

天津大学学报

CSTPCDCSCD北大核心EI
影响因子:0.793
ISSN:0493-2137
年,卷(期):2015.(12)
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