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首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Calculation of Tangent Modulus of Soils under Different Stress Paths
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Calculation of Tangent Modulus of Soils under Different Stress Paths

机译:不同应力路径下土壤切线模量的计算

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摘要

During excavation of foundation pit, soils of different sites may undergo different unloading paths. This study focuses on the tangent modulus of soil under different stress paths and provides theoretical basis for the deformation calculation of soil. In this paper, conventional triaxial compression test and consolidation unloading test were conducted with mucky soil and silty clay to obtain the deformation characteristics of soils under different stress paths. Experiment results show that the soil samples exhibit distinct stress-strain characteristics under different stress paths, but they all show nonlinearity. The initial tangent modulus increases as the consolidation confining pressure intensifies. Then, based on the test data, the power function relationship between initial tangent modulus and confining pressure under unloading was verified. Simultaneously, a hyperbola function to express stress-strain relation of soils under the consolidation unloading condition was proposed and proved. Finally, the formulas of the tangent modulus under consolidation unloading were established referring to the derivation of that in Duncan–Chang model. The theoretical calculation results agree well with the test results. It can expand the use of the Duncan–Chang model and improve its application to engineering practice.
机译:基坑开挖过程中,不同地点的土壤可能经历不同的卸荷路径。该研究主要针对不同应力路径下的土的切线模量,为土的变形计算提供理论依据。本文对黏土和粉质黏土进行了常规的三轴压缩试验和固结卸载试验,获得了不同应力路径下土体的变形特性。实验结果表明,在不同应力路径下,土样均表现出明显的应力应变特性,但均表现出非线性。初始切线模量随固结围压的增加而增加。然后,基于测试数据,验证了卸载时初始切线模量与围压之间的幂函数关系。同时提出并证明了固结卸载条件下双曲线函数表达土的应力-应变关系。最后,参考邓肯-张模型的推导建立固结卸载下的切线模量公式。理论计算结果与试验结果吻合良好。它可以扩展Duncan-Chang模型的使用,并改善其在工程实践中的应用。

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