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A creep model for frozen sand of Qinghai-Tibet based on Nishihara model

机译:基于西原模型的青藏冻沙蠕变模型

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摘要

The tri-axial creep tests of frozen sand with different dry densities and grain size distributions were performed at 0.1 MPa confining pressure at different temperatures. The results show that the rheological properties of frozen sand are significantly affected by the temperature, the creep deformation of the frozen sand is obvious even under a small load when the temperature is higher than - 1.5 degrees C. Firstly, based on the Nishihara model, the elastic modulus of viscoelastic elements is modified to be a function of stress, the coefficient of viscosity in viscoelastic part is modified considering the effect of time and stress, and the viscoplastic element is improved by introducing the damage variable. Then a new non-linear creep constitutive model for frozen sand is proposed, and the new model is verified based on test results. It can be found that the predicted results agree well with the corresponding experimental results from low stress to high stress, and the proposed model can describe the whole creep process of frozen sand with different dry densities and grain size distributions accurately under different shear stress levels and temperatures. Besides, the function relationship between the model parameters and the shear stress under different temperatures is obtained through the regression analysis. Finally, the influences of the temperature and shear stress on the parameters are analyzed as well. This study is important to further study the stability of permafrost subgrade, and can accumulate experimental data for the study of creep theory.
机译:在不同温度,0.1 MPa围压下,对不同干密度和粒度分布的冻砂进行了三轴蠕变试验。结果表明,冻砂的流变特性受温度的影响很大,即使温度高于-1.5摄氏度,即使在很小的载荷下,冻砂的蠕变变形也很明显。首先,基于Nishihara模型,修改粘弹性元件的弹性模量以使其成为应力的函数,考虑时间和应力的影响来修改粘弹性部件中的粘度系数,并通过引入损伤变量来改善粘塑性元件。然后提出了一种新的冻砂非线性蠕变本构模型,并根据试验结果对该模型进行了验证。可以发现,从低应力到高应力的预测结果与相应的实验结果吻合良好,所建立的模型可以准确描述在不同的剪切应力水平下,不同干密度和粒度分布的冻砂的整个蠕变过程。温度。通过回归分析得到了模型参数与不同温度下的剪应力之间的函数关系。最后,还分析了温度和剪切应力对参数的影响。该研究对进一步研究多年冻土路基的稳定性具有重要意义,并可以为蠕变理论的研究积累实验数据。

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