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Evaluation model of dike safety based on cusp catastrophe theory

机译:基于尖峰突变理论的堤防安全评价模型

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Evaluation indexes (monitoring value) set in safety evaluation of dike, it was difficult in conforming the range of evaluation indexes, and could not reflect characteristic of outburst destroy.Catastrophe theory is a kind of mathematical method that problems of transition, discontinuity, and abrupt qualitative change based on analysissitus, problems about how a system of continuous quantitative change to evolving into jumping qualitative change can be analyzed.Firstly, the relation between deformation of dike with components of water pressure, temperature and time effect is analyzed, subdivision lemma of cusp catastrophe theory is cheesed, expression of potential formula on horizontal deformation is carried out based on influence of factor of time, water pressure and temperature.Moreover, normal form of catastrophe is advanced and critical rules of dike safety are put forward, evaluation model based on catastrophe theory is established.Finally, the model is validated with dike of Yellow River.Analysis shows that evaluating conclusion of the model is as the same as the practice, and it can not only reflect outburst destroy character of dike, but also evaluate safety degree in quantity, thus the model is good in adaptability and precision.
机译:大堤理论是在堤防安全评价中设定的评价指标(监测值),难以符合评价指标的范围,不能反映出突出破坏的特征。突变理论是一种解决过渡,不连续,突变问题的数学方法。基于分析的定性变化,可以分析一个连续的定量变化演变为跳跃的定性变化的问题。首先,分析了堤坝变形与水压,温度和时间效应之间的关系,细分的尖点引理。构筑了巨灾理论,根据时间,水压和温度等因素的影响,对水平变形进行了潜在公式的表达。此外,提出了巨灾的一般形式,提出了堤防安全的关键规则,并基于此建立了评价模型。建立了突变理论。最后,以耶洛堤为模型对该模型进行了验证。 w River.Analysis表明,该模型的评价结论与实际相吻合,不仅可以反映堤防突出破坏特性,而且可以在数量上评价安全度,因此该模型具有良好的适应性和精度。

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