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首页> 外文期刊>International journal of computational methods >SIMULATION OF TOPPLING FAILURE OF ROCKSLOPE BY NUMERICAL MANIFOLD METHOD
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SIMULATION OF TOPPLING FAILURE OF ROCKSLOPE BY NUMERICAL MANIFOLD METHOD

机译:数值流形法模拟岩石边坡倾覆破坏。

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摘要

As one type of rock slope failures, topping failure can be accurately simulated only whenseveral aspects are correctly calculated such as deformation and stress, contacts betweenblocks, contact stress, movement of blocks, open/close of contacts between blocks, devel-opment of failure plane, and crack generation and propagation. Current numerical meth-ods encounter many difficulties in simulating toppling failure, especially for rock slopewith lots of rock-bridges. Numerical manifold method (NMM) can deal with these highlydiscontinuous problems and be used to model the toppling failure of rock slopes. Thispaper first introduces the fundamental principles, modeling of contacts, calculation ofcontact force and stress, and modeling of failure in NMM. Then, several case studies areconducted to testify the accuracy and convergence of method; comparisons with method,based on limit equilibrium principle, which was proposed by Goodman and Bray (G–Bmethod) and centrifuge test are conducted. Finally, the topping failure of left bank of onehigh dam is simulated. Results show that the NMM can be used to correctly calculatethe toppling safety factor, simulate the failure process of slope toppling, and accuratelymodel the whole failure process of rock slopes with many rock-bridges.
机译:作为岩质边坡破坏的一种类型,只有在正确计算了变形和应力,块之间的接触,接触应力,块的运动,块之间的接触的打开/关闭,破坏面的发展等几个方面后,才能正确模拟出顶部破坏。 ,以及裂纹的产生和传播。当前的数值方法在模拟倾覆破坏时遇到了许多困难,特别是对于具有大量岩桥的岩石边坡。数值流形方法(NMM)可以解决这些高度不连续的问题,并可以用来对岩石边坡的倾倒破坏进行建模。本文首先介绍了NMM中的基本原理,接触建模,接触力和应力的计算以及故障建模。然后,进行了几个案例研究,证明了该方法的准确性和收敛性。根据古德曼和布雷(G–Bmethod)提出的极限平衡原理与方法进行了比较,并进行了离心试验。最后,模拟了一个高坝左岸的倾覆破坏。结果表明,NMM可用于正确计算倾倒安全系数,模拟边坡倾倒破坏过程,并能准确地模拟出具有许多岩石桥梁的岩质边坡的整个破坏过程。

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