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荷载作用下沉降时间效应的编程计算
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作者 雷伟 康顺哲 《吉林水利》 2003年第10期5-7,共3页
当前分析计算建筑物地基沉降与时间的关系时 ,采用的是饱和土的单向渗透固结理论 ,这在量化计算过程中不可避免的要采取许多假设 ,且运用不同α值的固结度与时间因数的关系曲线 ,人为地增加了计算误差并且异常繁琐。本文阐述了用VB语言... 当前分析计算建筑物地基沉降与时间的关系时 ,采用的是饱和土的单向渗透固结理论 ,这在量化计算过程中不可避免的要采取许多假设 ,且运用不同α值的固结度与时间因数的关系曲线 ,人为地增加了计算误差并且异常繁琐。本文阐述了用VB语言编写一计算程序 ,可简便地解决沉降与时间在相互计算过程中的计算误差问题。 展开更多
关键词 地基沉降 建筑物 沉降时间效应 编程计算 荷载 固结系数
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A new approach for time effect analysis of settlement for single pile based on virtual soil-pile model 被引量:9
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作者 吴文兵 王奎华 +1 位作者 张智卿 CHIN Jian Leo 《Journal of Central South University》 SCIE EI CAS 2012年第9期2656-2662,共7页
A new approach is proposed to analyze the settlement behavior for single pile embedded in layered soils. Firstly, soil layers surrounding pile shaft are simulated by using distributed Voigt model, and finite soil laye... A new approach is proposed to analyze the settlement behavior for single pile embedded in layered soils. Firstly, soil layers surrounding pile shaft are simulated by using distributed Voigt model, and finite soil layers under the pile end are assumed to be virtual soil-pile whose cross-section area is the same as that of the pile shaft. Then, by means of Laplace transform and impedance function transfer method to solve the static equilibrium equation of pile, the analytical solution of the displacement impedance fimction at the pile head is derived. Furthermore, the analytical solution of the settlement at the head of single pile is theoretically derived by virtue of convolution theorem. Based on these solutions, the influences of parameters of soil-pile system on the settlement behavior for single pile are analyzed. Also, comparison of the load-settlement response for two well-instrumented field tests in multilayered soils is given to demonstrate the effectiveness and accuracy of the proposed approach. It can be noted that the presented solution can be used to calculate the settlement of single pile for the preliminary design of pile foundation. 展开更多
关键词 SETTLEMENT time effect single pile virtual soil-pile model layered soil VISCOELASTICITY distributed Voigt model
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Secondary settlement estimation in surcharge preload subject to time effect of secondary consolidation coefficient 被引量:2
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作者 胡亚元 杨平 《Journal of Central South University》 SCIE EI CAS CSCD 2017年第2期341-352,共12页
In order to eliminate the settlement underestimation in surcharge preload engineering, a study based on Bjerrum's creep diagram and the tangent slope definition of secondary consolidation coefficient was carried o... In order to eliminate the settlement underestimation in surcharge preload engineering, a study based on Bjerrum's creep diagram and the tangent slope definition of secondary consolidation coefficient was carried out to analyze the time effect of secondary consolidation coefficient of over consolidated soil, and a time–growth model for it was formulated. As Bjerrum's creep diagram is an idealized model, oedometer tests were performed to improve the above time–growth model of secondary consolidation coefficient for the purpose of achieving a better agreement with the actual ground situations. It is found that secondary consolidation coefficient of over consolidated soil not only decreases with the ratio of historical maximum to current effective stress of soil(OCR), but also increases with the development time of secondary consolidation. No matter how large OCR is, the long-term time effect of secondary consolidation coefficient of over consolidated soil is all significant. Based on the above results, a model for settlement estimation was formulated and a case study to estimate it indicates that the settlement estimated by our method is 2–5 times larger than that estimated by the previous method. Moreover, the larger the OCR is as well as the longer the service life is, the larger the difference between our method and the previous method is. Thus, the post-construction secondary settlement in surcharge preload engineering will be underestimated when neglecting the time effect of secondary consolidation coefficient in over consolidated state. 展开更多
关键词 post-construction secondary settlement time effect tangent slope secondary consolidation coefficient
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