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Parametric study of the unified strength theory for a loess foundation supporting a strip footing

机译:黄土地基统一强度理论的参数研究。

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摘要

The unified strength theory is one of the most suitable theories to study the influence of the intermediate principle stress, of which the influence could be considered using a parameter b. A physical model experiment and numerical simulation were conducted to comparatively study such influences for a loess foundation supporting a strip footing, and the proper value of b for the foundation was determined. The value of b has a significant influence on the calculation of the stress distribution, bearing capacity, and failure characteristics of the foundation. The calculated bearing capacity increased linearly with increasing b, and an improvement factor of 60-100% could be obtained by using b=1.0 over using b=0.0. Based on the comparison, the authors found that b=0.17-0.20 resulted in a valid fit for the studied loess foundation, which provided an improvement in the bearing capacity of 15-18% over what was calculated using the Mohr-Coulomb failure law.
机译:统一强度理论是研究中间主应力影响的最合适的理论之一,可以使用参数b来考虑影响。进行了物理模型实验和数值模拟,以比较研究这种影响对支持条形基础的黄土基础,并确定了b的适当值。 b的值对基础的应力分布,承载力和破坏特性的计算有重要影响。计算的承载能力随着b的增加而线性增加,并且通过使用b = 1.0相对于使用b = 0.0可获得60-100%的改善系数。根据比较,作者发现b = 0.17-0.20可以有效地拟合所研究的黄土基础,与使用Mohr-Coulomb破坏定律计算得出的结果相比,其承载力提高了15-18%。

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