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Numerical and intelligent modeling of triaxial strength of anisotropic jointed rock specimens

机译:各向异性节理岩样三轴强度的数值和智能建模

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摘要

The strength of anisotropic rock masses can be evaluated through either theoretical or experimental methods. The latter is more precise but also more expensive and timeconsuming especially due to difficulties of preparing highquality samples. Numerical methods, such as finite element method (FEM), finite difference method (FDM), distinct element method (DEM), etc. have been regarded as precise and low-cost theoretical approaches in different fields of rock engineering. On the other hand, applicability of intelligent approaches such as fuzzy systems, neural networks and decision trees in rock mechanics problems has been recognized through numerous published papers. In current study, it is aimed to theoretically evaluate the strength of anisotropic rocks with through-going discontinuity using numerical and intelligent methods. In order to do this, first, strength data of such rocks are collected from the literature. Then FlAC, a commercially well-known software for FDM analysis, is applied to simulate the situation of triaxial test on anisotropic jointed specimens. Reliability of this simulation in predicting the strength of jointed specimens has been verified by previous researches. Therefore, the few gaps of the experimental data are filled by numerical simulation to prevent unexpected learning errors. Furthermore, a sensitivity analysis is carried out based on the numerical process applied herein. Finally, two intelligent methods namely feed forward neural network and a newly developed fuzzy modeling approach are utilized to predict the strength of above-mentioned specimens. Comparison of the results with experimental data demonstrates that the intelligent models result in desirable prediction accuracy.
机译:各向异性岩体的强度可以通过理论或实验方法进行评估。后者更精确,但也更昂贵和耗时,特别是由于难以制备高质量样品。在岩石工程的各个领域中,诸如有限元法(FEM),有限差分法(FDM),独特元法(DEM)等数值方法已被视为精确且低成本的理论方法。另一方面,诸如模糊系统,神经网络和决策树之类的智能方法在岩石力学问题中的适用性已被众多发表的论文所认可。在当前的研究中,其目的是使用数值和智能方法从理论上评估具有连续不连续性的各向异性岩石的强度。为此,首先,从文献中收集这种岩石的强度数据。然后使用FlAC(一种用于FDM分析的商业上著名的软件)来模拟各向异性接缝样品的三轴测试情况。先前的研究已经证实了该模拟在预测接缝试样强度方面的可靠性。因此,通过数值模拟填补了实验数据的一些空白,以防止意外的学习错误。此外,基于在此应用的数值过程进行敏感性分析。最后,利用前馈神经网络和新开发的模糊建模方法这两种智能方法来预测上述试样的强度。结果与实验数据的比较表明,智能模型可实现理想的预测精度。

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