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木林隆, 黄茂松, 吴世明. 基于反分析法的基坑开挖引起的土体位移分析[J]. 岩土工程学报, 2012, 34(suppl): 60-64.
引用本文: 木林隆, 黄茂松, 吴世明. 基于反分析法的基坑开挖引起的土体位移分析[J]. 岩土工程学报, 2012, 34(suppl): 60-64.
MU Lin-long, HUANG Mao-song, WU Shi-ming. Soil responses induced by excavations based on inverse analysis[J]. Chinese Journal of Geotechnical Engineering, 2012, 34(suppl): 60-64.
Citation: MU Lin-long, HUANG Mao-song, WU Shi-ming. Soil responses induced by excavations based on inverse analysis[J]. Chinese Journal of Geotechnical Engineering, 2012, 34(suppl): 60-64.

基于反分析法的基坑开挖引起的土体位移分析

Soil responses induced by excavations based on inverse analysis

  • 摘要: 目前基坑开挖引起的土体自由场位移的计算方法主要为有限单元法,而要利用有限单元法较为准确的计算土体的位移场,除了对有限单元法理论以及土体本构知识有较为充足的储备外,模型参数的选取也是重要因素。室内试验确定模型参数受到诸多因素的影响,很多时候在利用这些参数预测基坑变形时并不准确。反分析方法可以有效的解决模型参数的选取问题,因此本文将基于实测数据,采用考虑土体小应变特性的HSS模型,利用反分析方法对基坑开挖引起的土体位移进行研究。研究表明考虑土体小应变采用反分析方法可以较为准确的计算基坑开挖引起的土体位移。

     

    Abstract: Evaluation of soil responses induced by excavations, which are now mainly computed by finite element method, is required to estimate the damages of potential buildings caused by excavations. Using proper soil parameters is a key ingredient when computing soil responses, assuming the model represents the actual soil responses in a reasonable way. The soil parameters are usually identified from laboratory experiments performed on tube samples or from in-situ tests, but large uncertainties are associated with these methods for most projects. The inverse analysis is a quantitative technique which allows one to select parameters to fit the responses of soil from field observations. The technique is applied to the results of field performance data collected from an excavation made through Chicago clays. The results of the computed soil responses based on the hardening soil model (HS) and hardening model-small (HSS) model found in the computer code PLAXIS are compared to illustrate the problems likely encountered in practical application of finite element simulations. Based on the well chosen parameters, the soil movements induced by the excavation are computed reasonably.

     

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