Data-Driven Identification of Critical Wave Groups

K. Silva, K. Maki
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引用次数: 1

Abstract

. Accurate and efficient prediction of extreme ship responses continues to be an important and challenging problem in ship hydrodynamics. Probabilistic frameworks in con-junction with computationally efficient numerical hydrodynamic tools such as volume-based and potential flow methods have been developed that allow researchers and ship designers to better understand extreme events. However, the ability of these tools to represent the physics quantitatively during extreme events is limited and not robust to different problems. There-fore, model testing will continue to be important in analysis, and more emphasis will be placed on high fidelity computational fluid dynamics (CFD) simulations. Experiments and CFD both come at well documented costs and require a systematic approach to target extreme events. The critical wave groups method (CWG) has been implemented with CFD, and the integra-tion of high fidelity simulations with extreme event probabilistic methods has been previously showcased. The implementation of CWG with CFD is achieved by embedding deterministic wave groups into previously run irregular wave trains such that the motion state of the ship at the moment of encountering the wave group is known. Embedding the deterministic wave groups into an irregular wave train results in a composite wave train that can be evaluated with numerical hydrodynamic simulation tools such as CFD, or even a model test. Though the CWG method does allow for less simulation time than a Monte Carlo type approach, the large number of runs required may still be cost-prohibitive. The objective of the present work is to develop an approach where a limited set of expensive simulations or experiments build a time-accurate long short-term memory (LSTM) neural network model that rapidly identifies critical wave groups that lead to a response exceeding a specified threshold. This paper compares the LSTM modeling approach of building a single neural network for all wave groups to establishing an ensemble of neural networks, each responsible for wave groups with specific parameters. The ensemble approach showcases better accuracy, a higher convergence with respect to data quantity, and produces responses that are representative of the CFD simulations.
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以数据为导向确定关键浪潮群体
。准确有效地预测船舶的极端响应一直是船舶水动力学领域的一个重要而富有挑战性的问题。概率框架与计算效率高的数值流体动力学工具(如基于体积和势流方法)相结合,使研究人员和船舶设计师能够更好地理解极端事件。然而,这些工具在极端事件期间定量表示物理的能力是有限的,并且对不同的问题不可靠。因此,模型测试将继续在分析中发挥重要作用,并将更加强调高保真的计算流体动力学(CFD)模拟。实验和CFD的成本都是有据可查的,并且需要针对极端事件的系统方法。临界波群方法(CWG)已经在CFD中实现,并且之前已经展示了与极端事件概率方法相结合的高保真模拟。CWG的CFD实现是通过将确定性波组嵌入到先前运行的不规则波列中,从而使船舶在遇到波组时的运动状态已知。将确定性波组嵌入到不规则波列中可以得到复合波列,可以使用数值流体动力学模拟工具(如CFD)甚至模型测试进行评估。尽管CWG方法所允许的模拟时间比蒙特卡罗方法少,但所需的大量运行仍然可能成本过高。当前工作的目标是开发一种方法,其中一组有限的昂贵的模拟或实验建立了一个时间精确的长短期记忆(LSTM)神经网络模型,该模型可以快速识别导致超过指定阈值的响应的关键波群。本文比较了为所有波群构建单个神经网络的LSTM建模方法与建立一个神经网络集合,每个神经网络负责具有特定参数的波群的LSTM建模方法。集成方法在数据量方面具有更好的准确性和更高的收敛性,并产生了代表CFD模拟的响应。
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