Applied Machine Learning to Estimate Length of Separation and Reattachment Flows as Parameter Active Flow Control in Backward Facing Step

Mohamad Yamin
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引用次数: 0

Abstract

Recently, large amounts of data from experimental measurements and simulations with high fidelity have extensively accelerated fluid mechanics advancement. Machine learning (ML) offers a wealth of techniques to extract data that can be translated into knowledge about the underlying fluid mechanics. Backward-Facing Step (BFS) is well-known for its application to fluid mechanics, particularly flow turbulence. Typically, a numerical approach can be used to understand the flow phenomena on BFS. In some instances, numerical investigations have a computational time limitation. This paper examines the application of ML to predict reattachment length on BFS flow. The procedure begins with a simulated meshing sensitivity of 1.27 cm in step height. This numerical analysis was conducted in the turbulent zone with a Reynolds number between 35587 and 40422. OpenFOAM® was used to perform numerical simulations using the turbulence model of k-omega shear stress transport. ML employed information in the form of Velocity and Pressure at every node to represent the type of turbulence. Using Recurrent Neural Networks (RNNs) as the most effective model to predict reattachment length values, the reattachment length was predicted with a Root Mean Square Error of 0.013.
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应用机器学习估计分离和再附着流长度作为参数主动流控制的后向步进
近年来,来自实验测量和高保真度模拟的大量数据广泛地促进了流体力学的发展。机器学习(ML)提供了丰富的技术来提取数据,这些数据可以转化为关于潜在流体力学的知识。后向阶跃(BFS)以其在流体力学,特别是湍流中的应用而闻名。通常,数值方法可以用来理解BFS上的流动现象。在某些情况下,数值研究有计算时间限制。本文研究了机器学习在BFS流中预测再附着长度的应用。该程序从模拟网格灵敏度为1.27 cm的步高开始。本文在雷诺数为35587 ~ 40422的湍流区进行数值分析。使用OpenFOAM®进行k-omega剪切应力输运湍流模型的数值模拟。ML使用每个节点的速度和压力形式的信息来表示湍流的类型。使用递归神经网络(RNNs)作为最有效的模型预测再附着长度值,预测再附着长度的均方根误差为0.013。
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来源期刊
Journal of Mechanical Engineering
Journal of Mechanical Engineering Engineering-Mechanical Engineering
CiteScore
1.00
自引率
0.00%
发文量
0
审稿时长
16 weeks
期刊介绍: Journal of Mechanical Engineering (formerly known as Journal of Faculty of Mechanical Engineering) or JMechE, is an international journal which provides a forum for researchers and academicians worldwide to publish the research findings and the educational methods they are engaged in. This Journal acts as a link for the mechanical engineering community for rapid dissemination of their academic pursuits. The journal is published twice a year, in June and December, which discusses the progress of Mechanical Engineering advancement.
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