Hybrid ISPH_GNN method for simulating violent wave-structure interactions using wave-only data for training

IF 3.8 2区 物理与天体物理 Q2 COMPUTER SCIENCE, INTERDISCIPLINARY APPLICATIONS
Ningbo Zhang, Shiqiang Yan, Qingwei Ma
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引用次数: 0

Abstract

It has been well-known that the incompressible Smoothed Particle Hydrodynamics (ISPH) is a powerful method for simulating violent wave-structure interactions (WSIs) concerned in marine engineering. However it is time consuming, primarily due to the need of solving pressure Poisson’s equation (PPE) involved in this method. In our previous publications, we are first to propose a hybrid approach embedding the graph neural network (GNN) into ISPH method to form the hybrid ISPH_GNN method for simulating free-surface problems, where the GNN is employed to replace solving the PPE. We demonstrated that the computational time for evaluating the pressure using GNN can be of one order less than that spent by directly solving PPE to achieve similar level of accuracy. More importantly, we also demonstrated in our previous publications that the GNN trained only on data for wave-only (referring to no structure or obstacles in wave fields) cases can be satisfactorily applied to the cases for wave-floater interactions. However, what we have not previously studied is if the GNN trained only by using wave-only cases can be used for simulating violent WSIs. One of the original contributions of this paper is to answer this question. In addition, transfer learning has been proved to be a machine learning (ML) technique that can significantly enhance efficiency and improve the performance in other fields but has not been explored in the hybrid ISPH_GNN method. Another original contribution of this paper is to explore the potential of integrating transfer learning with the ISPH_GNN for simulating violent WSIs. Specifically, we will demonstrate that the GNN trained by using data from sloshing and dam-breaking cases without any structure (termed as wave-only data in this paper) can be employed to simulate more complex cases, such as water entry of an object, wave impact on a trapezoidal structure and wave interaction with an oscillating wave surge converter, all of which involve violent WSIs. We will also demonstrate that the transfer learning technique with use of a small volume of additional data has a potential in enhancing the prediction accuracy of the ISPH_GNN. Furthermore, we will show that the ISPH_GNN significantly reduces computational time for pressure evaluation in violent WSI cases, even with a more significant reduction compared to wave-floater interaction cases studied in our previous work. These highlight the strong potential of the ISPH_GNN for broad applications in marine engineering, opening a novel route to employ ML without need of generating data for very complex cases of violent WSIs.
混合ISPH_GNN方法模拟巨浪-结构相互作用,只使用波浪数据进行训练
不可压缩光滑粒子流体力学(ISPH)是模拟海洋工程中巨浪-结构相互作用(wsi)的有力方法。然而,由于该方法需要求解压力泊松方程(PPE),因此耗时较长。在我们之前的出版物中,我们首次提出了一种将图神经网络(GNN)嵌入ISPH方法的混合方法,形成用于模拟自由曲面问题的混合ISPH_GNN方法,其中使用GNN代替求解PPE。我们证明,使用GNN评估压力的计算时间可以比直接求解PPE所花费的时间少一个数量级,以达到相似的精度水平。更重要的是,我们还在之前的出版物中证明,仅对仅波(指波场中没有结构或障碍物)情况下的数据进行训练的GNN可以令人满意地应用于波-漂浮物相互作用的情况。然而,我们之前没有研究的是,仅使用波的情况下训练的GNN是否可以用于模拟暴力wsi。本文的原创性贡献之一就是回答了这个问题。此外,迁移学习已经被证明是一种机器学习(ML)技术,可以在其他领域显著提高效率和提高性能,但在混合ISPH_GNN方法中尚未得到探索。本文的另一个原创贡献是探索将迁移学习与ISPH_GNN集成以模拟暴力wsi的潜力。具体来说,我们将证明,通过使用无任何结构的晃动和大坝破坝情况(本文称为仅波数据)的数据训练的GNN可以用于模拟更复杂的情况,例如物体的水进入,波对梯形结构的冲击以及波与振荡波涌转换器的相互作用,所有这些都涉及剧烈的wsi。我们还将证明使用少量附加数据的迁移学习技术有可能提高ISPH_GNN的预测精度。此外,我们将证明ISPH_GNN显着减少了在剧烈WSI情况下压力评估的计算时间,甚至与我们之前研究的波浪-漂浮物相互作用情况相比,减少的时间更显着。这些突出了ISPH_GNN在海洋工程中广泛应用的强大潜力,开辟了一条使用ML的新途径,而无需为非常复杂的暴力wsi案例生成数据。
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来源期刊
Journal of Computational Physics
Journal of Computational Physics 物理-计算机:跨学科应用
CiteScore
7.60
自引率
14.60%
发文量
763
审稿时长
5.8 months
期刊介绍: Journal of Computational Physics thoroughly treats the computational aspects of physical problems, presenting techniques for the numerical solution of mathematical equations arising in all areas of physics. The journal seeks to emphasize methods that cross disciplinary boundaries. The Journal of Computational Physics also publishes short notes of 4 pages or less (including figures, tables, and references but excluding title pages). Letters to the Editor commenting on articles already published in this Journal will also be considered. Neither notes nor letters should have an abstract.
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