基于接触单元的海底管道铺设建模

Cora E. Martínez, Raúl Goncalves
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引用次数: 7

摘要

本文提出了一种新的分析海底管道铺设过程中应力和位移的有限元公式。该方法基于旋转公式,利用伯努利非线性梁单元来模拟管道的大位移和旋转。采用罚元法与弹簧接触单元结合,可以准确地表示实际边界条件。在铺设驳船安装过程中,管道在驳船斜坡上滚动,在到达海底之前滑过推力杆。驳船推力杆是浮式支架上的一个斜坡,在铺设过程中,它以s曲线的方式固定管道。由于接触元件允许管道在失去接触的地方与推力杆分离,因此将这些元件引入分析可以准确地模拟推力杆的实际边界条件。此外,接触单元的使用允许管道在所有这些点到达海底,这自然需要这个条件,而不需要在收敛过程中施加任何位移边界条件。最后给出了海底输油管道的实际敷设实例,验证了所建公式的正确性。为了验证所提出方法的准确性和计算效率,还与作者在以前的论文中介绍的有限元公式进行了比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Laying Modeling of Submarine Pipelines Using Contact Elements Into a Corotational Formulation
A new finite element formulation to analyze stresses and displacements in submarine pipelines during laying operations is presented in this paper. The method is based on the corotational formulation using Bernoulli non-linear beam elements to model the large displacements and rotations of the pipeline. The penalty method is used with spring-contact elements to accurately represent the actual boundary conditions. During the lay barge installation, the pipe rolls over the barge ramp and slides over the stinger before reaching the sea floor. The barge stinger is a ramp over floating supports that holds the pipeline in such a way that the pipe adopts an S-curve during the laying process. Since contact elements allow the pipeline to separate from the stinger at those points where the contact is lost, introducing these elements into the analysis makes it possible to accurately model the actual boundary conditions on the stinger. In addition, the use of contact elements allows the pipe to reach the sea floor at all those points, which naturally require this condition without imposing any displacement boundary condition during the convergence process. A real laying case of an oil transportation submarine pipeline is presented at the end of the paper to validate the results obtained with the developed formulation. A comparison with a finite element formulation introduced by the authors in a previous paper is also presented in order to verify the accuracy and computational effectiveness of the proposed method.
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