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Feasible numerical method for analysis of offshore pipeline in installation

机译:用于安装海上管道的可行数值方法

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Feasible numerical method for a structural analysis of a pipeline configuration during the installation process is presented. The method considers the whole pipeline, which is partially suspended and partially laid-on a seabed, as a single continuous segment, and is valid for a complete range of laying angles between 0 degrees-90 degrees, i.e., valid for both S-lay and J-lay configurations. The method accounts for a pipeline seabed interaction and the pipeline is modeled by means of nonlinear large deformation beam theory. The numerical solution is carried out in an incremental-iterative manner by following the actual pipeline installation process, and thus allowing efficient treatment of pipeline-seabed interaction circumventing the further complexities with contact detection. At each increment, the length of the pipeline is increased and new sequential equilibrium configuration is assessed by direct minimization of a total potential energy approximated as a Riemann sum, which yields algebraic system of nonlinear finite difference equations that is further solved by iterations with Newton-Raphson technique. The simplicity, flexibility and robustness of the proposed method allow to enhance the efficiency of engineering calculations and design. Accounting for a bending stiffness in a suspended part allows analyzing variations in laying angle and lay tension independently. The method convergence is validated and compared with Abaqus. The results are in an excellent agreement. Moreover, the comparison with Abaqus shows that for the selected parameters the assumption that the pipeline is inextensible and unshearable is very reasonable. Representative parametric study is conducted to demonstrate the feasibility of the method. Parametric study considers the effects of laying angle (0 degrees-90 degrees), lay tension, laying water depth (up to 3000 m) and seabed stiffness.
机译:介绍了在安装过程中对管道配置的结构分析的可行数值方法。该方法考虑整个管道,该管道被部分悬挂和部分地放置在海底上,作为单个连续段,并且有效地在0度-90度之间的完整铺设角度,即,适用于两个S-Lay之间的完整范围和j lele配置。该方法考虑了管道海底相互作用和管道通过非线性大变形光束理论建模。数值溶液通过以下实际管道安装过程以增量迭代方式进行,从而允许有效地处理管道海底相互作用,以绕过接触检测的其他复杂性。在每个增量时,流水线的长度增加,并通过直接最小化近似为黎曼和的总电位能量来评估新的顺序平衡配置,这产生了通过与牛顿的迭代进行进一步解决的非线性有限差分方程的代数系统。 Raphson技术。所提出的方法的简单性,灵活性和鲁棒性允许提高工程计算和设计的效率。在悬挂部分中占弯曲刚度允许分析铺设角度的变化并独立地铺设张力。该方法会聚被验证并与ABAQU进行比较。结果达成了很好的协议。此外,与ABAQUS的比较显示,对于所选参数,管道处于不威胁和不可弹形的假设是非常合理的。进行代表参数研究以证明该方法的可行性。参数研究考虑铺设角度(0度-90度),张力,铺设水深(高达3000米)和海底刚度的影响。

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