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Investigation into the dynamic collapse behaviour of a bulk carrier under extreme wave loads

机译:极限波载荷下散货船的动态塌陷行为研究

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摘要

The aim of this paper is to quantitatively evaluate the extent of collapse of a bulk carrier when the ship is subjected to extreme wave loads. A hydro-elastoplasticity theory, which was proposed by the present authors and takes into account the interaction between the large elasto-plastic deformation and the wave load evaluation, is applied to the ship's structure with the assumption that a plastic hinge is formed in the midship region when the hull girder collapses in extreme wave conditions. The dynamic response of the hinge can be expressed by the relationship between the vertical bending moment and the curvature, which are obtained using nonlinear Finite Element Analysis (FEA). A comparative correct moment-curvature curve and a reasonable load evaluation are necessary for prediction of the severity of the collapse for the actual ship. A bulk carrier hull model with one frame space is constructed and analysed using an arc-length control method (Riks method). The geometric nonlinearity resulting from large deformations and the material nonlinearity are taken into account. The presence of an initial imperfection is considered using the consistent imperfection mode method in the FEA. A prediction of the extent of collapse for a bulk carrier subjected to an extreme wave load is carried out using the hydro-elastoplasticity approach. This analysis clarifies the extent to which the hull girder may collapse in extreme wave conditions at an exceedance probability of 1/1000 in several short-term sea states. (C) 2015 Elsevier Ltd. All rights reserved.
机译:本文的目的是定量评估当船舶承受极端波浪载荷时散装货船的坍塌程度。本文作者提出了一种水弹塑性理论,该理论考虑了大弹塑性变形和波浪载荷评估之间的相互作用,并假设船中部形成了塑料铰链,将其应用于船舶结构。在极端波浪条件下船体大梁坍塌的区域。铰链的动态响应可以通过使用非线性有限元分析(FEA)获得的垂直弯曲力矩和曲率之间的关系来表示。比较正确的弯矩曲率曲线和合理的载荷评估对于预测实际船舶的坍塌严重性是必要的。使用弧长控制方法(Riks方法)构建和分析具有一帧空间的散装货船船体模型。考虑到由大变形引起的几何非线性和材料非线性。在FEA中使用一致的缺陷模式方法考虑初始缺陷的存在。使用水弹塑性方法对承受极端波浪载荷的散装船的坍塌程度进行了预测。该分析阐明了在几种短期海况下,在极端波浪条件下,船体大梁在超过1/1000的超标概率下可能塌陷的程度。 (C)2015 Elsevier Ltd.保留所有权利。

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