论文标题

使用机器学习的实验速度数据估计不完善的粒子图像

Experimental velocity data estimation for imperfect particle images using machine learning

论文作者

Morimoto, Masaki, Fukami, Kai, Fukagata, Koji

论文摘要

我们提出了一种使用监督的机器学习的方法,以估算由于实验限制而导致区域缺失的粒子图像的速度场。作为第一个示例,考虑了$ {\ rm re} _d = 300 $的平方缸周围的速度场。为了训练机器学习模型,我们将人工粒子图像(API)用作输入数据,该数据模仿了粒子图像速度法(PIV)的图像。输出数据是速度字段,正确的答案由直接数值模拟(DNS)给出。我们检查了两种输入数据的类型:没有缺少区域(即完整API)和缺少区域(缺少API)的API(即全API)。在我们的风洞设置中,假定缺乏API的缺失区域。根据各种统计评估,从完整和缺乏API估算的速度字段与参考DNS数据非常一致。我们进一步将使用DNS数据训练的机器学习模型应用于实验粒子图像,以便可以研究它们对确切的实验情况的适用性。与常规互相关方法相比,由机器学习模型估计的速度字段包含大约40倍的密集数据。这一发现表明,我们可能能够获得无法通过常规互相关方法解决的流场的更细和隐藏的结构。我们还发现,由于两个正方形的圆柱体的对齐,即使是复杂的流结构也被隐藏了,机器学习的模型也能够很好地估计缺失区域的田地。目前的结果表明,基于机器学习的方法是PIV的新数据重建方法的巨大潜力。

We propose a method using supervised machine learning to estimate velocity fields from particle images having missing regions due to experimental limitations. As a first example, a velocity field around a square cylinder at Reynolds number of ${\rm Re}_D=300$ is considered. To train machine learning models, we utilize artificial particle images (APIs) as the input data, which mimic the images of the particle image velocimetry (PIV). The output data are the velocity fields, and the correct answers for them are given by a direct numerical simulation (DNS). We examine two types of the input data: APIs without missing regions (i.e., full APIs) and APIs with missing regions (lacked APIs). The missing regions in the lacked APIs are assumed following the exact experimental situation in our wind tunnel setup. The velocity fields estimated from both full and lacked APIs are in great agreement with the reference DNS data in terms of various statistical assessments. We further apply these machine learned models trained with the DNS data to experimental particle images so that their applicability to the exact experimental situation can be investigated. The velocity fields estimated by the machine learned models contain approximately 40 folds denser data than that with the conventional cross-correlation method. This finding suggests that we may be able to obtain finer and hidden structures of the flow field which cannot be resolved with the conventional cross-correlation method. We also found that even the complex flow structures are hidden due to the alignment of two square cylinders, the machine learned model is able to estimate the field in the missing region reasonably well. The present results indicate a great potential of the proposed machine learning based method as a new data reconstruction method for PIV.

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