Prediction of Wave Transmission Characteristics of Low Crested Structures Using Artificial Neural Network

Tae-Yoon Kim, Woo-Dong Lee, Yongju Kwon, Jongyeong Kim, Byeong-Chul Kang, S. Kwon
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Abstract

: Recently around the world, coastal erosion is paying attention as a social issue. Various constructions using low-crested and submerged structures are being performed to deal with the problems. In addition, a prediction study was researched using machine learnin g techniques to determine the wave attenuation characteristics of low crested structure to develop prediction matrix for wave attenuation coefficient prediction matrix consisting of weights and biases for ease access of engineers. In this study, a deep neural network model was constructed to predict the wave height transmission rate of low crested structures using Tensor flow, an open source platform. The neural network model shows a reliable prediction performance and is expected to be applied to a wide range of practical application in the field of coastal engineering. As a result of predicting the wave height transmission coefficient of the low crested structure depends on various input variable combinations, the combination of 5 condition showed relatively high accuracy with a small number of input variables defined as 0.961. In terms of the time cost of the model, it is considered that the method using the combination 5 conditions can be a good alternative. As a result of predicting the wave transmission rate of the trained deep neural network model, MSE was 1.3×10 -3 , I was 0.995, SI was 0.078, and I was 0.979, which have very good prediction accuracy. It is judged that the proposed model can be used as a design tool by engineers and scientists to predict the wave transmission coefficient behind the low crested structure.
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基于人工神经网络的低波峰结构波传输特性预测
最近,海岸侵蚀作为一个社会问题在世界范围内受到关注。各种使用低峰顶和水下结构的建设正在进行,以解决问题。此外,利用机器学习技术对低波峰结构的波衰减特性进行了预测研究,建立了由权重和偏置组成的波衰减系数预测矩阵,以方便工程师获取。本文利用开源平台Tensor flow构建深度神经网络模型,预测低波峰结构的波高透射率。该神经网络模型具有可靠的预测性能,有望在海岸工程领域得到广泛的实际应用。由于预测低峰顶结构的波高透射系数取决于不同的输入变量组合,因此5种条件的组合具有较高的精度,输入变量数量较少,定义为0.961。就模型的时间成本而言,认为结合5个条件的方法可以是一个很好的替代方案。对训练好的深度神经网络模型的波透射率进行预测,MSE为1.3×10 -3, I为0.995,SI为0.078,I为0.979,具有很好的预测精度。该模型可作为工程技术人员预测低波峰结构后波透射系数的设计工具。
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