流固耦合和前馈神经网络(FNN)相结合捕捉溢流阀的动态特性

Chuyan Wang, Xianju Yuan, Junjie Chen, Xiaobing Chen, Tianyu Qiu
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引用次数: 0

摘要

考虑到环形薄板控制溢流阀的薄板振动、流固耦合等多学科特性,首先建立了流固耦合的动态有限元(FE)模型,以捕捉关键指标的动态特性与部分工况之间的关系。其次,对不同工况下有限元模型的部分数据集进行统计分析,并利用这些数据集训练前馈神经网络(FNN)模型。如果 FNN 模型得出的结果与 FE 模型的结果高度一致,则 FNN 的训练过程即可完成。第三,通过这样一个训练有素的模型,可以预测更多条件下的动态特性,并从 FE 模型中获得 FNN 模型在相同条件下的动态行为。最后,与 FE 模型的结果相比,FNN 得出的稳态位移最大绝对误差为 0.0052 mm,从而验证了这种组合方法的合理性。因此,这种将 FE 模型和 FNN 模型相结合的方法具有较高的精度,避免了长时间重复计算 FE 模型。
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Dynamic characteristics of a relief valve captured by a combination of fluid–solid coupling and feedforward neural network (FNN)
Considering multidisciplinary characteristics of thin plate vibration, fluid–solid coupling, and other aspects of a relief valve controlled by annular thin plates, a dynamic finite element (FE) model in view of fluid–solid coupling is firstly established for capturing relationships between dynamic characteristics of crucial indexes and partial working conditions. Secondly, the partial dataset of FE model under different conditions is statistically analyzed, and it will be utilized to train the feedforward neural network (FNN) model. The training process of FNN could be completed if results drawn from the FNN model are highly consistent with those of the FE model. Thirdly, dynamic characteristics under more conditions will be predicted through such a trained model, and dynamic behaviors from the FE model for same conditions of the FNN model are also obtained. Finally, comparing with results from the FE model, the maximum absolute error of steady-state displacement from the FNN is 0.0052 mm in an instance, thus verifying the rationality of this combined method. Consequently, such a combination of the FE model and the FNN model presents high accuracy and avoids repeated calculations of FE model with long times.
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