魏亚博, 汪杨骏, 万德成. 基于多保真深度神经网络的船型优化[J]. 中国舰船研究. DOI: 10.19693/j.issn.1673-3185.04062
引用本文: 魏亚博, 汪杨骏, 万德成. 基于多保真深度神经网络的船型优化[J]. 中国舰船研究. DOI: 10.19693/j.issn.1673-3185.04062
Hull Form Optimization Based on Multi-fidelity Deep Neural Network[J]. Chinese Journal of Ship Research. DOI: 10.19693/j.issn.1673-3185.04062
Citation: Hull Form Optimization Based on Multi-fidelity Deep Neural Network[J]. Chinese Journal of Ship Research. DOI: 10.19693/j.issn.1673-3185.04062

基于多保真深度神经网络的船型优化

Hull Form Optimization Based on Multi-fidelity Deep Neural Network

  • 摘要: 【目的】为提高优化效率同时获得更好的优化结果,将不同精度数据进行有机融合,利用多精度深度神经网络开展船型优化设计。【方法】基于多源数据融合和迁移学习思想,构建了一种多精度深度神经网络。首先对大量均匀分布在设计空间的低精度样本数据特征进行学习和预测,然后通过与少量高精度数据融合学习构建与高精度数据之间的线性项和非线性项,得到高精度近似模型。基于此方法开展针对DTMB5415船静水阻力的优化设计,使用自由变形方法和平移法对DTMB5415声纳罩和全船进行了变形,共生成50个样本点。然后分别采用势流和粘流对样本点阻力进行评估,势流计算结果作为低精度数据,粘流计算结果作为高精度数据。通过讨论发现50组低精度样本点加上15组高精度样本点构建的近似模型精度最高。借助遗传算法获得了优化解并与只使用50组高精度数据构建的Kriging近似模型的优化解进行了对比。【结果】基于多精度神经网络方法,DTMB5415阻力减少了6.73%。基于Kriging模型,DTMB5415阻力减少了5.59%。【结论】多精度深度神经网络近似模型可以兼顾效率和精度,可以用于优化求解,且由其得到的优化船型,阻力优化效果更为显著。

     

    Abstract: Objectives To improve the optimization efficiency and obtain better optimization results, different fidelity data are organically integrated, and multi-fidelity deep neural network is applied to hull optimization design. Methods A multi-fidelity deep neural network is constructed based on the idea of multi-source data fusion and transfer learning. Firstly, many low- fidelity sample data features evenly distributed in the design space are learned and predicted, and then the linear and nonlinear terms between the high-fidelity data are constructed by fusion learning with a small amount of high-fidelity data to obtain a high-precision surrogate model. Based on this method, the optimization design of the resistance of DTMB5415 ship is carried out. The free form deformation method and the shifting method are used to deform the DTMB5415 bow sonar dome and the whole ship, and a total of 50 sample points are generated. The potential flow and viscous flow are used to evaluate the resistance of the sample points, respectively. The potential flow calculation results are used as low-fidelity data, and the viscous flow calculation results are used as high-fidelity data. Through discussion, it is found that the surrogate model constructed by 50 sets of low-fidelity sample points and 15 sets of high-fidelity sample points have the highest accuracy. The optimal solution is obtained by genetic algorithm and compared with the optimal solution of Kriging model constructed by only 50 sets of high-fidelity data. Results Based on the multi-fidelity deep neural network method, the resistance of DTMB5415 is reduced by 6.73 %. Based on the Kriging model, the resistance of DTMB5415 is reduced by 5.59 %. Conclusions The multi-fidelity deep neural network surrogate model can take into account both efficiency and accuracy, which can be used to optimization. The optimized hull form obtained by it has more significant resistance optimization effect.

     

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