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A mathematical and experimental study of rock bump mechanics

机译:颠簸力学的数学和实验研究

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This paper deals with the behaviour of open rock that occurs, for example, during longwall mining in coal mines, in deep tunnel, or shaft excavation. Longwall instability leads to extrusion of rock mass into an open space. This effect is mostly referred to as a bump, or a rock burst. For bumps to occur, the rock has to possess certain particular rock burst properties leading to accumulation of energy and the potential to release this energy. Such materials may be brittle, or the bumps may arise at the interfacial zones of two parts of the rock, that have principally different material properties. The solution is based on experimental and mathematical modelling. These two methods have to allow the problem to be studied on the basis of three presumptions: The solution must be time dependent. The solution must allow the creation of crack in the rock mass. The solution must allow an extrusion of rock into an open space (bump effect).
机译:本文讨论了例如在煤矿的长壁开采,深部隧道或竖井开挖中发生的裸露岩石的行为。长壁失稳导致岩体挤出到开放空间中。这种效应通常被称为颠簸或岩爆。为了使颠簸发生,岩石必须具有某些特定的岩石破裂特性,从而导致能量的积累和释放这种能量的潜力。这样的材料可能是脆性的,或者可能在岩石的两个部分的界面区域出现隆起,这两个部分的材料特性基本上不同。该解决方案基于实验和数学建模。这两种方法必须允许基于三个假设来研究问题:解决方案必须与时间有关。解决方案必须允许在岩体中产生裂缝。解决方案必须允许将岩石挤出到开放空间中(凹凸效果)。

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