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A sensitivity analysis of the bottom-up algorithm for the segmentation of H_s-time series

机译:H_s时间序列分割的自下而上算法的敏感性分析

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This paper deals with the effect of the maximum allowed error (MAE) on the segmentation of significant wave height time series using the bottom up approach. This approach was implemented in Soukissian, Samalekos (2006), who adopted a constant MAE in order to identify and analyze the developing, decaying and stationary H_s -sea states andrntheir associated durations. The MAE corresponds to the representation error (obtained from the method of least squares) and determines the length of each segment (i.e., the sea state duration) and the overall quality of the linear fit. Different values of the MAE provide different populations of developing, decaying and stationary sea states and associated durations. In this paper a detailed sensitivity analysis of the effect of the MAE on the duration and intensity statistics of the obtained sea states is made.
机译:本文采用自下而上的方法处理最大允许误差(MAE)对重要波高时间序列的分割的影响。 Soukissian,Samalekos(2006)实施了这种方法,他采用恒定的MAE来识别和分析H_s-海状态的发展,衰减和静止及其相关的持续时间。 MAE对应于表示误差(从最小二乘法获得),并确定每个段的长度(即海况持续时间)和线性拟合的整体质量。 MAE的不同值提供了发展中,衰退中和静止的海洋状态以及相关持续时间的不同种群。本文对MAE对获得的海态的持续时间和强度统计的影响进行了详细的敏感性分析。

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