Physics-based and Machine learning predictions of maneuvering forces in unsteady inflow conditions

Rodrigo Vilumbrales Garcia, G. Weymouth, B. Ganapathisubramani
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Abstract

Multi-vessel coordination and controlled maneuvering through upstream wakes is important to a wide range of marine applications; from surface ships to autonomous underwater vehicles. In this work we study the predictive performance of physics-based and machine-learning (ML) models for unsteady inflow maneuvering forces using tandem flapping foils as a model system. Two physics-based approaches, one following simple quasi-steady assumptions and another that modifies classical Theodorsen, are found to perform fairly well when there are only mild interactions with the upstream wake, with minimum error levels of around 6%. However, this error increases to 40% when there is strong wake interaction. Three ML models were trained and tested; a Long Short-Term Memory (LSTM) model, a Neural Ordinary Differential Equations (NODE) model, and a Sparse Identification of Nonlinear Dynamics (SINDy) approach. We find that all three models can match the low error of the physics-based for mild inflow unsteadiness and are capable of improving the predictions in the case of strong interactions, reducing the error levels below 20%. While these ML models require substantial training data and care in choosing their meta-parameters, their predictions do prove to be more reliable for a wider range of unsteadiness conditions as well as potentially still producing human-interpretable models (in the case of SINDy), making them an interesting research direction for further study.
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非定常流入条件下机动力的物理和机器学习预测
多船协调和通过上游尾流的控制机动对于广泛的海洋应用具有重要意义。从水面舰艇到自主水下航行器。在这项工作中,我们研究了基于物理和机器学习(ML)模型的非定常流入机动力的预测性能,使用串列扑翼作为模型系统。两种基于物理的方法,一种遵循简单的准稳定假设,另一种修改了经典的Theodorsen,当与上游尾流只有轻微的相互作用时,发现表现相当好,最小误差水平约为6%。然而,当存在强烈的尾迹相互作用时,该误差增加到40%。对三个ML模型进行了训练和测试;一种长短期记忆(LSTM)模型,一种神经常微分方程(NODE)模型,以及一种非线性动力学稀疏辨识(SINDy)方法。我们发现,这三种模型都可以匹配基于物理的低误差的温和流入不稳定,并且能够在强相互作用的情况下改进预测,将误差水平降低到20%以下。虽然这些机器学习模型在选择元参数时需要大量的训练数据和谨慎,但它们的预测确实被证明在更大范围的不稳定条件下更可靠,并且可能仍然产生人类可解释的模型(在SINDy的情况下),这使它们成为一个有趣的研究方向。
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