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A novel numerical-iterative-approach for strain-softening surrounding rock incorporating rockbolts effectiveness and hydraulic-mechanical coupling based on Three-Dimensional Hoek-Brown strength criterion

机译:一种新型数值迭代方法,用于基于三维Hoek-rang强度标准的岩波效应和液压机械耦合

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摘要

The numerical solutions for strain-softening surrounding rock under 3D Hoek-Brown strength criterion are developed incorporating the influence of passive bolts and the seepage flow field. Based on 3D Hoek-Brown failure criterion, a numerical-increment-approach is reconstructed for the first time under the spatial axisymmetric conditions, in which the elastic and plastic zones are divided into a finite number of concentric annuli with constant increments of radial stress and radius between the adjacent annuli, respectively. Furthermore, the hydraulic-mechanical coupling model is improved by considering the effects of out-of-plane plastic strain and the spring-slider model is improved by considering the axial force at rockbolt head. On the basis of the reconstructed numerical-increment-approach and the improved spring-slider model, the bolt self-equilibrium conditions for five cases of passive bolts are also reconstructed (e.g., neutral point in elastic or plastic zones, neutral length in elastic, plastic or elastic-plastic zones, respectively). Ultimately, an improved numericaliterative-approach is proposed in terms of the developed numerical-increment-approach and the reconstructed bolt self-equilibrium conditions, through which stresses and displacement of surrounding rock can be obtained by incorporating the effects of hydraulic-mechanical coupling and passive bolts. The corresponding calculation program is also presented. The reliability of the presented approach has been verified by the numerical and existed results. From a practical point of view, the proposed approach can be applied to estimate the reinforced ground response curves and optimize the length of passive bolts.
机译:3D Hoek-Brown强度标准下应变软化围岩的数值解,包括钝化螺栓和渗流流场的影响。基于3D Hoek-Brown失效标准,在空间轴对称条件下第一次重建数值增量方法,其中弹性和塑料区被分成有限数量的同心云,径向应力的恒定增量分别在相邻的anhuli之间的半径。此外,通过考虑平面外塑料应变的效果来提高液压机 - 机械耦合模型通过考虑岩波头的轴向力来提高弹簧滑块模型。在重建的数值增量 - 方法和改进的弹簧滑块模型的基础上,还重建了五个无源螺栓的螺栓自平衡条件(例如,弹性或塑料区域中的中性点,弹性中性长度,塑料或弹性塑料区分别)。最终,就开发的数值增量 - 方法和重建的螺栓自平衡条件而言,提出了一种改进的数值 - 方法,通过该方法可以通过结合液压机械耦合和无源的影响来获得周围岩石的应力和位移螺栓。还提出了相应的计算程序。通过数值和存在的结果验证了所提出的方法的可靠性。从实际的角度来看,所提出的方法可以应用于估计增强地面响应曲线并优化被动螺栓的长度。

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