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Theoretical derivation of artificially cemented granular soils strength

机译:人工胶结颗粒土强度的理论推导

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摘要

This paper provides a theoretical derivation for the unconfined compression strength of artificially cemented granular soils. The proposed developments are based on the concept of superposition of failure strength contributions of the soil and cement phases. The granular matrix obeys the critical state soil mechanics concept, while the strength of the cemented phase can be described using the Drucker-Prager failure criterion. In the process, the analytical relation is suitably adjusted to parallel a recently proposed empirical relationship that links unconfined compression strength of artificially cemented granular soils to an adjusted porosity/cement ratio parameter. While the proposed analytical relation fits well the experimental data for different granular soils and cement curing time, further parametric analysis offers the possibility to explore the effect of some material parameters on the unconfined compression strength of artificially cemented granular soils.
机译:本文为人工胶结粒状土的无侧限抗压强度提供了理论推导。拟议的开发基于土壤和水泥相的破坏强度贡献叠加的概念。粒状矩阵遵循临界状态的土壤力学概念,而胶结相的强度可以使用Drucker-Prager破坏准则进行描述。在此过程中,适当调整分析关系以平行于最近提出的经验关系,该关系将人造水泥颗粒状土的无限制抗压强度与调整后的孔隙率/水泥比参数联系在一起。虽然所提出的解析关系非常适合不同粒状土壤和水泥养护时间的实验数据,但进一步的参数分析为探讨某些材料参数对人工水泥粒状土壤无侧限抗压强度的影响提供了可能性。

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