Performance Analysis Of Different Model Architectures Utilized In An Adaptive Neuro Fuzzy Inference System For Contraction Scour Prediction

M. Bui, Keivan Kaveh, P. Rutschmann
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引用次数: 3

Abstract

The processes involved in the local scour due flow contraction are so complex that it is difficult to establish a general empirical analytical model to provide accurate estimation of scour. In this paper, the capacity of an Adaptive-Network-Based Fuzzy Inference System (ANFIS) for predicting equilibrium contraction scour depth in alluvial channels was investigated. The main subject of this work is to design an appropriate neural network architecture for training the ANFIS from a given set of input and output data. The training algorithms used in this work are (1) basic hybrid method, (2) basic backpropagation with gradient descent method, (3) backpropagation with momentum method, and (4) backpropagation with Levenberg-Marquardt method. Applying a self-developed software, the numerical experiments were carried out by combining these training algorithms with different ANFIS structures. Statistical indices of model performance such as mean average error, root mean squared error, and coefficient of correlation were measured for each combination. The results showed that among all given models the zero order Takagi-Sugeno’s model with four bell-shaped membership functions for each input and the Levenberg-Marquardt algorithm for training provided the best performance for estimating of contraction scour depth.
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一种用于收缩冲刷预测的自适应神经模糊推理系统中不同模型结构的性能分析
由于水流收缩引起的局部冲刷过程非常复杂,很难建立一个通用的经验分析模型来提供准确的冲刷估计。本文研究了基于自适应网络的模糊推理系统(ANFIS)预测冲积河道平衡收缩冲刷深度的能力。本工作的主要主题是设计一个适当的神经网络架构,用于从给定的输入和输出数据集训练ANFIS。本文使用的训练算法有:(1)基本混合法,(2)梯度下降法的基本反向传播,(3)动量反向传播法,(4)Levenberg-Marquardt法的反向传播。利用自主开发的软件,将这些训练算法与不同的ANFIS结构相结合,进行了数值实验。对每种组合测量模型性能的统计指标,如平均误差、均方根误差和相关系数。结果表明,在所有给定的模型中,每个输入具有四个钟形隶属函数的零阶takaki - sugeno模型和Levenberg-Marquardt训练算法对收缩冲刷深度的估计性能最好。
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