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WEIBULL DISTRIBUTION BASED DESIGN WAVE HEIGHTS

机译:基于WEIBULL分布的设计波高

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摘要

In practice, the wave height distribution associated with an irregular wave train is always mathematically modeled as a Rayleigh distribution. However, the present study demonstrates that a better mathematical model for wave height distribution under realistic ocean environment is a Weibull distribution. In comparison with a Rayleigh distribution, a Weibull distribution has the flexibility on choosing its "shape parameter." One of the objectives in this study is to analytically derive general relationships among various representative wave heights based on the assumption of a Weibull wave height distribution. According to Monte Carlo simulations and field data, this study finds that the ratio of the significant wave height and root-mean-square wave height is always near to 1.4, insensitive to the shape of wave spectrum. In turn, the wave height distribution is the particular Weibull distribution with its shape parameter near to 2.13. This feature is largely attributed to the fact that the wave height identification is via a "zero-crossing" technique where high frequency components have minor influence on wave height distribution.
机译:实际上,与不规则波列相关的波高分布始终在数学上建模为瑞利分布。然而,本研究表明,在现实的海洋环境下,一个更好的波高分布数学模型是威布尔分布。与瑞利分布相比,威布尔分布具有选择其“形状参数”的灵活性。这项研究的目的之一是基于威布尔波高分布的假设,分析得出各种代表波高之间的一般关系。根据蒙特卡洛模拟和现场数据,该研究发现有效波高与均方根波高之比始终接近1.4,对波谱的形状不敏感。反过来,波高分布是特定的威布尔分布,其形状参数接近2.13。该特征很大程度上归因于以下事实:波高识别是通过“零交叉”技术进行的,在该技术中,高频分量对波高分布的影响较小。

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