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Prediction of hull girder moment-carrying capacity using kinematic displacement theory

机译:基于运动位移理论的船体梁承载力预测

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The hull girder moment capacity of a very large crude oil carrier (VLCC) called Energy Concentration (EC), for which many benchmark studies have been carried out using the simple progressive collapse method (SPCM), is predicted. In this study, three approaches are used to represent the load-shortening behavior, so-called average compressive strength, of a stiffened panel, comprising the hull section: 1) kinematic displacement theory (KDT); 2) nonlinear finite element analysis (FEA); and 3) simple formulas in the common structural rule (CSR) for tankers. Load-shortening curves for various kinds of stiffened panels in EC are compared for five different scenarios with variations of load-shortening approaches and initial imperfections. In order to verify the effect of load-shortening on the prediction accuracy of the hull girder moment-carrying capacity, load-shortening curves are imported into an SPCM-based in-house program called Ultimate Moment Analysis of Damaged Ships (UMADS). Comparison of the hull girder ultimate strength for general heeling conditions, including hogging and sagging conditions, reveals that the load-shortening curves significantly affect the hull girder moment-carrying capacities. Based on our comparison of these capacities with other benchmark results, it is concluded that nonlinear FEA provided the most conservative results, KDT provided the second most conservative results, and the CSR formulas predicted the upper bound.
机译:可以预测非常大的原油船(VLCC)的船体梁弯矩能力,即能量集中(EC),为此已经使用简单渐进塌陷法(SPCM)进行了许多基准研究。在这项研究中,使用三种方法来表示加筋板的缩短载荷行为,即所谓的平均抗压强度,包括船体截面:1)运动位移理论(KDT); 2。 2)非线性有限元分析(FEA);和3)油船通用结构规则(CSR)中的简单公式。比较了五种不同情况下EC的各种加筋板的缩短载荷曲线,这些方案具有不同的缩短载荷方法和初始缺陷。为了验证缩短载荷对船体梁承载力的预测精度的影响,将缩短载荷曲线导入基于SPCM的内部程序中,该程序称为“破损船舶极限矩分析”(UMADS)。比较船体梁在极限状态下的极限强度,包括打弯和下垂情况,发现缩短载荷曲线显着影响船体梁的承载力。根据我们对这些能力与其他基准结果的比较,可以得出结论,非线性有限元分析提供了最保守的结果,KDT提供了第二个最保守的结果,而CSR公式预测了上限。

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