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Numerical Simulation of Rock Fracture under Dynamic Loading Using Manifold Method

机译:流形方法在动载荷作用下岩石破裂的数值模拟

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摘要

Manifold Method provides a unified framework for solving problems with both continuous and discontinuous media. In this paper, by introducing a criterion of crack initiation and propagation, the second order manifold method is used to simulate two-hole blasting and Hopkinson spalling of rock. In the study of two-hole blasting, two different initiation conditions are considered. One is simultaneous initiation, the other is 0.1 ms delay initiation. The whole blasting process including crack initiation, crack growth and fragment formation is simulated. In the study of Hopkinson spalling, the propagation and interaction of stress waves and the spalling process caused by a reflected tensile stress wave are reproduced. The simulation results including the thickness of the formed scab and its velocity are in good agreement with theoretical values. Manifold method proves to be an efficient method in the study of dynamic fracture of rock.
机译:流形方法提供了解决连续和不连续介质问题的统一框架。本文通过引入裂纹萌生和扩展的准则,采用二阶流形方法模拟岩石的双孔爆破和霍普金森层裂。在双孔爆破的研究中,考虑了两种不同的起爆条件。一种是同时启动,另一种是0.1 ms延迟启动。模拟了整个爆破过程,包括裂纹萌生,裂纹扩展和碎片形成。在霍普金森散裂的研究中,再现了应力波的传播和相互作用以及由反射拉应力波引起的散裂过程。仿真结果包括形成的sc的厚度及其速度与理论值吻合良好。流形方法被证明是研究岩石动力断裂的有效方法。

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