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EXTREME RESPONSE ESTIMATE OF STEEL CATENARY RISERS USING L- MOMENTS

机译:基于L矩的钢质接触冒口的极端响应估计

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The steel catenary risers (SCR) respond non-linearly to FPU motions, especially in extreme environments such as 100-year and 1000-year hurricanes. One of the design challenges is an accurate estimate of SCR response based on limited realizations. Due to the nonlinear nature of SCR response and the lack of enough sample data, traditional methods did not produce optimum extrema estimation. L-moments have been applied successfully in the statistical analysis of data, because they are linear combinations of probability weighted moments inherently and are less sensitive to outlying data values. Therefore, L-moments have been introduced in this paper to determine the candidate distribution of SCR responses and estimate extrema. Three typical SCRs connected to semi-submersible FPU have been analyzed using this methodology. Simulations confirmed L-moments can accurately determine the SCR responses distribution. Moreover, the extreme values predicted in this way were consistent and reliable as compared with current industry practice. Those observations have demonstrated that L-moments are robust and efficient methods in the design of steel catenary risers.
机译:钢悬链立管(SCR)对FPU的运动产生非线性响应,特别是在极端环境(例如100年和1000年飓风)中。设计挑战之一是基于有限的实现来准确估算SCR响应。由于SCR响应的非线性特性以及缺少足够的样本数据,传统方法无法产生最佳的极值估计。 L矩已成功应用于数据的统计分析中,因为它们固有地是概率加权矩的线性组合,并且对外围数据值不那么敏感。因此,本文引入了L矩来确定SCR反应的候选分布并估计极值。使用此方法已分析了连接到半潜式FPU的三个典型SCR。仿真证实了L矩可以准确地确定SCR响应分布。此外,与目前的行业惯例相比,以这种方式预测的极值是一致且可靠的。这些观察结果表明,在钢悬链立管的设计中,L矩是可靠且有效的方法。

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