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Some Fundamental Issues and Verification of 3DEC in Modeling Wave Propagation in Jointed Rock Masses

机译:节理岩体波传播建模中的3DEC若干基本问题和验证

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Discontinuities in rock masses greatly influence stress wave transmission. Theoretical and experimental studies on wave propagation across joints have been extensively studied (e.g., Kendall and Tabor 1971; Schoenberg 1980; Pyrak-Nolte et al. 1990; Zhao and Cai 2001; Zhao et al. 2006a, b; Perino et al. 2010; Li and Ma 2010; Li et al. 2010), focusing on the effects of joint stiffness, incident angles, number of joints, and joint spacing on wave propagation.Compared with theoretical and experimental studies, numerical modeling provides a convenient, economical approach to study wave propagation across a jointed rock mass, especially for complicated cases where theoretical solutions are impossible to obtain and experiments are difficult to conduct, such as wave propagation in a rock mass containing several intersecting joint sets and involving multiple tunnel excavation and underground explosions (Zhao et al. 1999).
机译:岩体的不连续性极大地影响了应力波的传输。关于跨关节的波传播的理论和实验研究得到了广泛的研究(例如,Kendall和Tabor 1971; Schoenberg 1980; Pyrak-Nolte等1990; Zhao和Cai 2001; Zhao等2006a,b; Perino等2010) ; Li and Ma 2010; Li et al。2010),着重研究了节点刚度,入射角,节点数和节点间距对波传播的影响,与理论和实验研究相比,数值模型提供了一种方便,经济的方法研究跨节理岩体的波传播,尤其是在无法获得理论解且难以进行实验的复杂情况下,例如在包含多个相交节理集,涉及多个隧道开挖和地下爆炸的岩体中的波传播( Zhao等,1999)。

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