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Study on Stability Model of Tailings Dam Based on Fuzzy Random Reliability

机译:基于模糊随机可靠性的尾矿坝稳定性模型研究

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Two kinds of the deficiencies exist in the traditional dam reliability and the safety coefficient calculation methods. First, it is impossible to give accurate mean to design varia-ble in case study, because to large extent, means are greatly influenced by many objective factors or man-made effects, which degree of effects has greater degree of ambiguity. Sec-ond, the traditional reliability theory takes Z=0 as a measure of dam's failure or not, on both sides of zero point the structure of state mutants from security to failure. But in fact,it's very hard to give a definite limitation to the dam state from security to failure, because a fuzzy scope exists between stability and failure. On the basis of solving the above two issues,this paper for the first time applies fuzzy reliability theory to the stability research of railings dam, considering fuzziness of both the event of tailings dam failure and the main variables and parameter. Integrating fuzziness and randomness, this paper explores fuzzy random reli-ability analysis methods of tailings clam engineering. The results of case study show that the calculation results agree well with the actual situation, this analysis method is more scientific and reasonable than traditional dam safety factor calculation method, and better reflects the real situation. It also provides a new way to calculate stability of tailing dam.
机译:传统的坝可靠性和安全系数计算方法存在两种缺陷。首先,如果在很大程度上,由于在很大程度上,因此不可能为设计变瓦池进行准确的含义,这意味着受到许多客观因素或人为效果的影响,这一效果程度具有更大程度的歧义。 Sec-OND,传统的可靠性理论需要z = 0作为大坝故障的量度,在零点的两侧都是从安全到失败的状态突变体的结构。但实际上,从安全到失败向大坝国家提供明确限制,因为稳定性和失败之间存在模糊范围。在解决上述两个问题的基础上,本文首次将模糊的可靠性理论应用于栏杆坝的稳定性研究,考虑到尾矿坝故障和主要变量和参数的模糊性。本文探讨了模糊和随机性,探讨了尾矿蛤工程的模糊随机释放能力分析方法。案例研究结果表明,计算结果与实际情况一致,这种分析方法比传统的大坝安全系数计算方法更为科学和合理,更好地反映了真实情况。它还提供了一种计算尾坝稳定性的新方法。

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