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首页> 外文期刊>International journal of steel structures >Buckling Uncertainty Analysis for Steel Pipelines Buried in Elastic Soil Using FOSM and MCS Methods
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Buckling Uncertainty Analysis for Steel Pipelines Buried in Elastic Soil Using FOSM and MCS Methods

机译:基于FOSM和MCS方法的弹性土埋钢管屈曲不确定度分析。

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摘要

Generally, buried steel pipes are designed for good transverse behavior by neglecting soil–structure interaction effect. Steel pipelines are also usually designed to prevent from the important failure mode of buckling. However, the design of this type of structures does not normally consider the uncertainties in soil and structural properties. To address the above issues, the paper estimates the uncertainties in terms of the coefficient of variation of critical buckling displacement, CV ~( w )using subgrade reaction theory (Winkler model) and first-order second-moment (FOSM) method. Two cases of boundary conditions have been considered in this study. In the first case, CV ~( w )is calculated within an infinitely thick soil as a function of uncertainty of subgrade reaction modulus ( K ~( s )). In the second case, CV ~( w )is calculated in a thick soil cylinder as a function of the uncertainty of the effective subgrade reaction modulus ( $$K_{S}^{{prime }}$$ K S ′ ). Furthermore, the uncertainty of pipe flexibility ( S ~( f )) is also taken into account in the two cases. Uncertainty calculations by the FOSM method are then validated with those obtained from traditional Monte Carlo simulations.
机译:通常,埋入式钢管通过忽略土壤与结构的相互作用而设计成具有良好的横向性能。钢管道通常还设计成防止屈曲的重要失效模式。但是,这类结构的设计通常不会考虑土壤和结构特性的不确定性。为了解决上述问题,本文使用路基反应理论(Winkler模型)和一阶二阶矩(FOSM)方法估算了临界屈曲位移的变化系数,CV〜(w)的不确定性。在这项研究中考虑了两种边界条件。在第一种情况下,CV〜(w)是在无限厚的土壤中根据路基反应模量(K〜(s))的不确定性计算的。在第二种情况下,CV〜(w)是在厚土圆柱体中根据有效路基反应模量($$ K_ {S} ^ {{ prime}} $$ K S')的不确定性来计算的。此外,在两种情况下还考虑了管道挠性的不确定性(S〜(f))。然后,使用从传统的蒙特卡洛模拟获得的不确定性来验证通过FOSM方法进行的不确定性计算。

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