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首页> 外文期刊>International Journal of Rock Mechanics and Mining Sciences >Experimental and numerical evaluation of stress redistribution in thick-walled rocksalt cylinders
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Experimental and numerical evaluation of stress redistribution in thick-walled rocksalt cylinders

机译:厚壁岩盐筒中应力重新分布的实验和数值评估

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摘要

Whenever an opening is excavated in soft rocks showing elastic-visco-plastic behaviour, like rocksalt and potash, the stress state prevailing soon after the excavation will not remain constant in time but will eventually evolve from the initial state, sigma(o), generally considered to be elastic, to a state of stress that can be considered to be stationary for till practical purposes, sigma(ss). The knowledge of the stress state prevailing around the excavation some time after its completion is essential for many short-term applications such as the interpretation of in situ tests based out the cavity expansion principle and of stress measurements based on overcoring techniques. Since no analytical solutions are available for the evaluation of this stress redistribution process, numerical analyses are often wed to study this problem. The results obtained from such analyses depend on many factors but mainly, the kind of creep law formulation and related parameters. This paper presents an experimental methodology to quantify the amount of stress redistribution occurring in a thick-walled cylinder under a given set of conditions. This experimental methodology does not require any assumption regarding the creep behaviour of the material. As a consequence, it allows the validation of numerical analyses by comparing the amount of stress redistribution obtained experimentally and that obtained from these numerical analyses. (C) 1998 Elsevier Science Ltd. [References: 39]
机译:每当在具有弹性-粘塑性行为的软岩中开洞(如岩盐和钾盐)时,开挖后不久出现的应力状态就不会及时保持恒定,而是最终会从初始状态sigma(o)演变而来。被认为是弹性的,处于一种应力状态,在实际应用中该应力状态可以认为是静止的,sigma(ss)。对于许多短期应用,例如在根据型腔膨胀原理进行原位测试的解释以及基于过芯技术的应力测量中,了解在开挖完成后一段时间内普遍存在的应力状态是至关重要的。由于没有分析解决方案可用于评估此应力重新分布过程,因此通常需要进行数值分析来研究此问题。从这些分析中获得的结果取决于许多因素,但主要取决于蠕变定律的种类和相关参数。本文提出了一种实验方法,用于量化在给定条件下厚壁圆筒中发生的应力重新分布的数量。该实验方法不需要任何关于材料蠕变行为的假设。因此,它可以通过比较实验获得的应力再分布量和从这些数值分析获得的应力再分布量,来验证数值分析的有效性。 (C)1998 Elsevier Science Ltd. [参考:39]

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