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Effective Stresses in Soil and Rock and Consolidation in Three Dimensions

机译:土体和岩石的有效应力及三维固结

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摘要

In the following, the continuum model for a fully saturated porous material is presented. The theory is mainly due to M.A. Biot [, ]. We shall only consider a twophase system consisting of a solid skeleton and a single pore fluid, water. The theory for three-dimensional consolidation is developed. Anisotropic permeability of the material is allowed, but for simplicity the analysis is restricted to isotropic linear elastic material behaviour. However, the theory is easily extended to elastoplasticity. Finally, it will be shown that the effective stresses in a porous material may in general not be calculated as proposed by Terzaghi. Whereas highly accurate results are achieved for residual soils, sand, silt and clay, poor results are obtained for cemented materials such as concrete and rock. Here it is recommended to follow the stress approach proposed by Biot.
机译:在下文中,提出了完全饱和的多孔材料的连续模型。该理论主要归因于M.A. Biot [,]。我们将仅考虑由固体骨架和单孔流体水组成的两相系统。提出了三维固结的理论。允许材料具有各向异性渗透性,但为简单起见,分析仅限于各向同性线性弹性材料的行为。但是,该理论很容易扩展到弹塑性。最后,将表明,多孔材料中的有效应力通常可能无法按照Terzaghi的建议进行计算。对于残留的土壤,沙子,粉砂和粘土,可以获得非常准确的结果,而对于水泥和混凝土等胶结材料,则得到的结果很差。在此建议遵循Biot提出的压力方法。

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  • 作者

    Andersen Lars;

  • 作者单位
  • 年度 2007
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  • 原文格式 PDF
  • 正文语种 eng
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