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Equivalent Stress Equation for Unsaturated Soils.Ⅰ: Equivalent Stress

机译:非饱和土的等效应力方程式Ⅰ:等效应力

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In 1959 Bishop stated his effective stress equation for unsaturated soils. However, the difficulties in estimating the value of its main parameter x, made this equation useless and it was abandoned for some time. Only recently, it has been recognized that the use of Bishop's stress equation can lead to simpler and more realistic constitutive models for unsaturated soils. However, up to now the most successful equations to quantify the value of parameter x are empirical and not satisfactory for most soils. Based on the analysis of the equilibrium of the solid particles of a soil showing a bimodal structure and subject to certain suction, it was possible to establish an analytical expression for Bishop's parameter x- The resulting stress has been called equivalent stress (in contrast with effective stress) and can be used to predict the shear strength of unsaturated soils. The equivalent stress is written as a function of the net stress and suction and requires two parameters: the saturated fraction and the degree of saturation of the unsaturated fraction of the soil. This equivalent stress clarifies some features of the strength of unsaturated soils that up to now had no apparent explanation. However, the determination of its two parameters cannot be made from current experimental procedures. A method for the determination of these parameters and a comparison between experimental and theoretical results for the shear strength of unsaturated soils are presented in a companion paper.
机译:1959年,Bishop提出了他对非饱和土壤的有效应力方程。但是,由于难以估计其主要参数x的值,因此该方程式无用,并且被抛弃了一段时间。直到最近,人们才意识到使用Bishop应力方程可以为非饱和土壤建立更简单,更实际的本构模型。但是,迄今为止,最成功的方程式用于量化参数x的值是经验性的,对于大多数土壤而言并不令人满意。根据对表现出双峰结构并受到一定吸力的土壤固体颗粒平衡的分析,可以建立Bishop参数x的解析表达式。所得应力称为等效应力(与有效应力相反)。应力),可用于预测非饱和土的抗剪强度。等效应力是净应力和吸力的函数,需要两个参数:土壤的饱和分数和非饱和分数的饱和度。该等效应力阐明了迄今为止尚未明显解释的非饱和土强度的某些特征。但是,不能从当前的实验程序中确定其两个参数。伴随论文中介绍了确定这些参数的方法以及非饱和土抗剪强度的实验结果与理论结果之间的比较。

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