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Assessment of uncertainty in environmental contours due to parametric uncertainty in models of the dependence structure between metocean variables

机译:由于依赖于依赖结构之间的参数不确定性,对环境轮廓中的不确定性评估在依赖结构之间的依赖结构之间的依赖性结构之间的模型

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A key factor for computing environmental contours is the appropriate modeling of the dependence structure among the environmental variables. It is known that all the information on the dependence structure of a set of random variables is contained in the copulas that define their multivariate probability distribution. Provided that copula parameters are estimated by means of statistical inference using observations, recordings, numerical or historical data, uncertainty is unavoidably introduced in their estimates. Parametric uncertainty in the copulas parameters then introduces uncertainty in the environmental contours. This study deals with the assessment of uncertainty in environmental contours due to parametric uncertainty in the copula models that define the dependence structure of the environmental variables. A point estimation approach is adopted to estimate the statistics of the uncertain coordinates of the environmental contours considering they are given in terms of inverse functions of conditional copulas. A case study is reported using copulas models estimated from storm hindcast data for the Gulf of Mexico. Uncertainty in environmental contours of significant wave height, peak period and wind speed is assessed. The accuracy of the point estimation of the mean and variance of the contour coordinates is validated based on Monte Carlo simulations. A parametric study shows the manner in which greater parametric uncertainty induces larger variability in the environmental contours. The influence of parametric uncertainty for different degrees of association is also analyzed. The results indicate that variability between contours considering parametric uncertainty can be meaningful. (C) 2017 Elsevier Ltd. All rights reserved.
机译:计算环境轮廓的关键因素是环境变量之间的依赖结构的适当建模。众所周知,关于一组随机变量的依赖结构的所有信息包含在定义其多变量概率分布的Copulas中。只要使用观察,录音,数值或历史数据,不可避免地引入了统计学推论统计学推论估计谱图参数。 Copulas参数中的参数不确定性然后在环境轮廓中引入不确定性。本研究涉及在环境轮廓中评估环境轮廓中的不确定性,由于植物模型中的参数不确定性,该谱图模型定义了环境变量的依赖结构。采用点估计方法来估算环境轮廓的不确定坐标的统计,考虑到条件合适的逆函数给出。据报道,使用从墨西哥湾的暴风雨的Hindcast数据估计的Copulas模型来报告一个案例研究。评估了显着波浪高度,峰值周期和风速的环境轮廓的不确定性。基于Monte Carlo模拟验证了轮廓坐标的均值和方差的点估计的准确性。参数研究表明了更高的参数不确定度在环境轮廓中引起更大可变性的方式。还分析了参数不确定度对不同程度的关联的影响。结果表明,考虑参数不确定性的轮廓之间的可变性可能有意义。 (c)2017 Elsevier Ltd.保留所有权利。

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