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Probabilistic analysis and fatigue life assessment of floating collar of fish cage due to random wave loads

机译:随机波负荷引起的鱼笼浮圈概率分析与疲劳寿命评估

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Fish farms have moved into the open sea in recent years and the failure risk of fish cages has increased in the harsher environmental conditions. Fatigue failure is an important limit state for the floating system of the fish cage under the long-term action of waves. A fatigue analysis of the high-density polyethylene (HDPE) floating system in random waves is presented to investigate the applicable probability density function for estimating the floating system fatigue life in this study. The stress response of the floating collars is firstly analyzed based on the finite element analysis combined with a hydrodynamic model. The stress histories of floating collars under each sea state are counted using the rainflow method as a benchmark for frequency domain fatigue analysis. The short- and long-term distributions of the stress ranges were fitted by various probability density functions including Rayleigh, Weibull, Gamma and generalized extreme value (GEV) distributions. Comparisons of the estimated fatigue life using different short- and long-term distributions were performed. Results indicate fatigue estimations based on the GEV and Gamma distributions of the short-term stress range by removing the negligible low stress range give much more accurate fatigue damage results than the traditional Rayleigh distribution. Weibull distribution overestimates the fatigue lifetime of the floating collar. The fatigue lifetime based on the long-term distribution was evaluated and was compared with the rainflow statistic and deterministic method results. The results show the long-term distribution is much more conservative for estimating the fatigue lifetime of the floating system.
机译:近年来,养鱼场已经进入公海,并且鱼笼的失败风险在骚扰环境条件下增加。疲劳失败是在波浪的长期作用下鱼笼的浮动系统的重要限制状态。提出了一种随机波中的高密度聚乙烯(HDPE)浮动系统的疲劳分析,以研究该研究抑制浮动系统疲劳寿命的适用概率密度函数。首先基于与流体动力学模型结合的有限元分析来分析浮圈的应力响应。使用雨流程方法作为频域疲劳分析的基准计数每个海水位下浮圈的应力历史。应力范围的短期和长期分布被各种概率密度函数拟合,包括瑞利,威布尔,伽马和广义极值(GEV)分布。进行了使用不同短期分布的估计疲劳寿命的比较。结果表明,通过去除可忽略的低应力范围来表示基于GEV和伽马分布的疲劳估计,比传统的瑞利分布更准确的疲劳损伤。 Weibull分布高估浮圈的疲劳寿命。评估了基于长期分布的疲劳寿命,并与雨流统计和确定性方法结果进行了比较。结果表明,用于估计浮动系统的疲劳寿命,长期分布更为保守。

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