深水金属浮力模块的新设计方法

Vincent Loentgen, N. Maach, Y. Brouard, J. Verdeil, Florian Germanetto, O. Lodeho
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摘要

浮力模块是一种广泛使用的辅助设备,旨在塑造立管系统,以抵御恶劣的海上环境。由于它们的热固性聚合物性质,它们对制造参数很敏感,并且在使用寿命期间受到吸水率的影响。为了克服聚合物浮力模块的挑战,本文探索了可3d打印的金属浮力模块的设计。进行初始材料选择以确定适合优化算法的候选材料。结合密度、机械应力和屈曲准则对钢和铝两种材料进行了考虑和评价。然后,在最佳候选材料上应用一种称为“适应性骨矿化”的拓扑优化算法,根据当前应力分布、载荷情况定义和边界条件,在每次迭代中调整其弹性模量。优化后的设计包含了与增材制造工艺相关的附加要求。从具有对称边界条件的11.25度角截面的优化开始,到在三维中完全优化的半壳浮力模块的四分之一,优化算法的结果按复杂度依次递增。给出了优化过程日志,记录了每次迭代时的体积分数和最大应力,并与选定的一组准则进行了比较。评估了浮力模块人工重建过程的影响,并评估了作为后处理的屈曲稳定性。提出了二维和三维拓扑优化的浮力模块,并满足严格的质量要求、应力准则和深水屈曲稳定性。这种新颖的深水金属浮力模块设计方法实现了浮力模块内部结构的定制,在保证其结构完整性的同时,最大限度地提高了浮力性能。
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Novel Design Approach to Create Deep Water Metallic Buoyancy Modules
Buoyancy modules are widely used ancillary equipment aiming to shape riser systems to resist harsh offshore environments. Due to their thermoset polymeric nature, they are sensitive to the manufacturing parameters as well as subject to water absorption along their service life. To overcome the challenges of polymer-based buoyancy module, this paper explores the design of metallic buoyancy modules that can be 3-D metal printed. An initial material selection is performed to identify suitable material candidates for the optimization algorithm. Steel and aluminum materials are considered and evaluated on a representative case combining density, mechanical stress and buckling criterion. Then a topology optimization algorithm called ‘Adaptative Bone Mineralization’ is applied on the best candidate material, adapting their modulus of elasticity at each iteration according to the current stress distribution, load case definition and boundary conditions. The optimized design incorporates additional requirements related to additive manufacturing processes. Results of the optimization algorithm are presented in a progressive order of complexity starting from the optimization of an angular section of 11.25 degrees opening with symmetrical boundary conditions up to a quarter of half-shell buoyancy module fully optimized in 3D. The optimization process log, capturing the volume fraction and the maximum stress at each iteration, is presented and compared with the selected set of criteria. Impact of the manual reconstruction process of the buoyancy module is assessed and the buckling stability is evaluated as a post-treatment. Two-dimensional and three-dimensional topologically optimized buoyancy modules are presented and comply with the strict mass requirement, stress criterion and buckling stability achieving deep water depth. This novel design approach to create deep water metallic buoyancy modules achieves the tailoring of the buoyancy module's internal structure to maximize the buoyancy performance while ensuring its structural integrity.
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