Analytical Methods for Preliminary Design of Anchor Flanges for Subsea Structures

S. Rajaratnam, T. Sriskandarajah, D. Clayton, G. Roberts, Vincent Loentgen, Carlos Charnaux
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Abstract

Anchor flanges are interface items which are used to connect pipelines to subsea in-line and end termination structures. They are forged and tend to be long-lead items; therefore, the design of an anchor flange should be completed at a very early project stage, possibly even during the tender phase. An optimised, analytical method for preliminary design would result in reduced design time overall and have beneficial cost implications. The analytical notch methods (i.e. Neuber’s and Glinka’s) that are presented utilise linear-elastic stress concentration factors to make realistic predictions of the ultimate load carrying capacity of an anchor flange in the non-linear regime. The linear-elastic stress concentration factor values are calculated with simple analytical formulae and graphs. The analytical notch methods are deployed to predict the anchor flange limit load and peak plastic strain and thereby ensure that the plastic strain remains within the allowable limits of design codes. The cost and time saving associated with the analytical notch methods, and the accuracy that is maintained, are assessed by comparison with the predictions results obtained from detailed finite element analyses.
海底结构锚固法兰初步设计分析方法
锚定法兰是用于连接管道与海底直管和端端结构的接口项目。它们是伪造的,往往是长时间的项目;因此,锚固法兰的设计应该在项目的早期阶段就完成,甚至可能在投标阶段就完成。初步设计的优化分析方法将减少总体设计时间,并具有有益的成本影响。所提出的分析缺口方法(即Neuber的和Glinka的)利用线弹性应力集中系数对非线性状态下锚固法兰的极限承载能力做出现实的预测。用简单的解析公式和图形计算了线弹性应力集中系数值。采用解析缺口法预测锚固翼缘极限载荷和峰值塑性应变,从而保证塑性应变在设计规范允许范围内。通过与详细有限元分析的预测结果进行比较,评估了与分析缺口方法相关的成本和时间节省以及保持的精度。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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