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唐志成, 黄润秋, 焦玉勇, 谭飞, 朱星. 考虑基体变形和微凸体变形相互作用的岩石节理闭合变形理论模型[J]. 岩土工程学报, 2017, 39(10): 1800-1806. DOI: 10.11779/CJGE201710007
引用本文: 唐志成, 黄润秋, 焦玉勇, 谭飞, 朱星. 考虑基体变形和微凸体变形相互作用的岩石节理闭合变形理论模型[J]. 岩土工程学报, 2017, 39(10): 1800-1806. DOI: 10.11779/CJGE201710007
TANG Zhi-cheng, HUANG Run-qiu, JIAO Yu-yong, TAN Fei, ZHU Xin. Theoretical closure model for rock joints considering interaction of deformations of substrate deformation and asperity[J]. Chinese Journal of Geotechnical Engineering, 2017, 39(10): 1800-1806. DOI: 10.11779/CJGE201710007
Citation: TANG Zhi-cheng, HUANG Run-qiu, JIAO Yu-yong, TAN Fei, ZHU Xin. Theoretical closure model for rock joints considering interaction of deformations of substrate deformation and asperity[J]. Chinese Journal of Geotechnical Engineering, 2017, 39(10): 1800-1806. DOI: 10.11779/CJGE201710007

考虑基体变形和微凸体变形相互作用的岩石节理闭合变形理论模型

Theoretical closure model for rock joints considering interaction of deformations of substrate deformation and asperity

  • 摘要: 地下岩体工程建设和运营过程中,需要考虑节理岩体的水力学性质,这与节理的闭合变形密切相关。对法向应力作用下节理微凸体的变形特征进行详细分析,逐个计算接触微凸体的法向变形和接触应力;采用接触理论计算微凸体基圆半径之外的基体变形,并以此调整微凸体的法向位置,进而提出新的闭合变形理论模型。新模型可反映节理的基体变形和微凸体变形相互作用的影响,也能体现形貌分量和接触类型对闭合变形的影响。与已有的理论模型比较,新模型的计算值更为接近试验值。采用叠加原理,新模型计算得到的初始法向刚度最小;但随法向应力的增加,法向刚度增加速率逐步加快。

     

    Abstract: The closure behavior of rock joints remains a problem of interest with applications in many practical engineering cases. Based on a comprehensive assessment of realistic closure behavior, a Hertz-based theoretical model is proposed to predict the closure behavior of a rock joint under compressive loading. In the present study, special attention is focused on the role of mechanical interaction of asperities during the closure process. The vertical positions (perpendicular to the least square plane) of asperities are adjusted by using the discrete methodology based on the Hertz solution of substrate deformation outside the contact region. The factors influencing the closure behavior of rock joints can be considered by the model, namely (1) the surface morphology component, (2) the contact state between the upper and lower blocks (or the composite topography), and (3) the deformation due to asperity itself, the substrate deformation due to the deformed asperity and the deformation caused by the mechanical interaction due to the adjacent deformed asperities. The validity is demonstrated by comparing the experimental results with the curves predicted by Xia model, Tang model and the proposed model. The results show that the closure behavior predicted by the proposed model is in good agreement with experimental data, with small discrepancies between the predicted and the measured values. A preliminary explanation for the discrepancies of contact stiffness predicted by Xia model, Tang model and the proposed model associated with different underlying principles is also put forward.

     

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