各向异性
各向同性
理论(学习稳定性)
岩土工程
材料科学
机制(生物学)
地质学
计算机模拟
有限元法
失效机理
机械
土壤水分
边坡稳定性
系列(地层学)
结构稳定性
基础(线性代数)
作者
Liao Dong,Zhongxuan Yang
标识
DOI:10.1139/cgj-2025-0335
摘要
Natural soil deposits often exhibit inherent fabric anisotropy, which can significantly influence their mechanical behavior and the performance of geostructures. However, conventional slope stability analyses typically rely on isotropic failure criteria or oversimplified methods, and there remains a lack of effective approaches that accurately account for the realistic behavior of anisotropic soils. To address this gap, this study investigates the stability and failure mechanisms of slopes in anisotropic soils using finite element analysis. The simulations employ a Mohr–Coulomb model enhanced by anisotropic critical state theory, capable of capturing several key features of soils, such as state-dependent dilatancy, strain-softening behavior, and the evolution of fabric anisotropy. A series of numerical analyses is performed under various fabric orientations and slope inclinations. The results highlight the pronounced impact of fabric anisotropy on stability of slopes. Comparisons with predictions from an isotropic model reveal that neglecting fabric anisotropy can lead to significant overestimation of slope stability, underscoring the importance of incorporating fabric anisotropy in practical design.
科研通智能强力驱动
Strongly Powered by AbleSci AI