Implementation of the Displacement Discontinuity Method in Geotechnical Case Studies

IF 2.4 Q2 GEOSCIENCES, MULTIDISCIPLINARY Geosciences (Switzerland) Pub Date : 2023-09-08 DOI:10.3390/geosciences13090272
George Xiroudakis, George Saratsis, Ilias Lazos
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Abstract

This paper uses the displacement discontinuity method, one of the boundary element methods, to solve two major engineering problems. The first one addresses the safe design of underground excavations in fractured rock masses. The implemented method was used to control the slip of discontinuities passing through a circular opening at 45°. Special contact elements were used to simulate a possible slip on the cracks. At the same time, stress intensity factors (SIFs) were calculated using the gradient elasticity theory (special tip elements where numerical integrations are needed were excluded). The crack propagation due to shear slip occurrence was defined using the criterion of maximum tangential stress at an angle of 71° from the initial crack direction. The second one involved in the crack’s propagation was solved by applying pressure to the circular opening, while a part of it was transferred to the cracks, approximating the mechanism of hydraulic fracture. Finally, the implementation of higher elasticity elements in the cracks provided an accurate estimation of SIFs, showing an error of about 4%, as confirmed by comparisons with existing type I loading solutions.
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位移不连续法在岩土工程实例研究中的应用
本文采用边界元方法之一的位移不连续法来解决两大工程问题。第一部分论述了裂隙岩体地下开挖的安全设计。所实现的方法用于控制不连续面在45°圆开口处的滑移。使用特殊的接触单元来模拟裂纹上可能发生的滑移。同时,采用梯度弹性理论计算应力强度因子(SIFs)(排除需要数值积分的特殊尖端单元)。采用与初始裂纹方向夹角为71°的最大切向应力准则定义剪切滑移引起的裂纹扩展。第二个涉及裂纹扩展的问题是通过对圆开口施加压力,同时将一部分压力传递到裂纹中来解决的,这近似于水力破裂的机制。最后,通过与现有的I型加载方案进行比较,在裂缝中实施高弹性单元提供了SIFs的准确估计,误差约为4%。
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来源期刊
Geosciences (Switzerland)
Geosciences (Switzerland) Earth and Planetary Sciences-Earth and Planetary Sciences (all)
CiteScore
5.30
自引率
7.40%
发文量
395
审稿时长
11 weeks
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