基于下限模型的临界滑动面理论与数值解法

    Critical sliding surface theorem and numerical solution method based on lower bound model

    • 摘要: 临界滑动面对岩土工程的加固处理有着重要意义。目前对于临界滑动面的研究多采用上限法,基于下限定理或下限模型的临界滑动面理论与数值解法目前尚未见到。在下限模型的基础上,提出了基于下限模型的临界滑动面理论,给出了相应的数值解法;并以黏性土体直立边坡的临界高度问题为例,验证了临界滑动面理论与数值解法的适用性。

       

      Abstract: The critical sliding surface is important for the reinforcement of geotechnical engineering in practice. The existing researches on the critical sliding surface are mostly based on the upper bound theorem, while the theorem and numerical solution method for the critical sliding surface based on the lower bound theorem or lower bound model are not available. In this study, the new critical sliding surface solution theorem is proposed based on the lower bound model, and the corresponding numerical solution method is also provided. The accuracy and reliability of the calculated results as well as the rationality and feasibility of its engineering applications are validated through the examples of an upright slope.

       

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