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Neuro-fuzzy and neural network techniques for forecasting sea level in Darwin Harbor, Australia

机译:神经模糊和神经网络技术预测澳大利亚达尔文港的海平面

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摘要

Accurate predictions of sea level with different forecast horizons are important for coastal and ocean engineering applications, as well as in land drainage and reclamation studies. The methodology of tidal harmonic analysis, which is generally used for obtaining a mathematical description of the tides, is data demanding requiring processing of tidal observation collected over several years. In the present study, hourly sea levels for Darwin Harbor, Australia were predicted using two different, data driven techniques, adaptive neuro-fuzzy inference system (ANFIS) and artificial neural network (ANN). Multi linear regression (MLR) technique was used for selecting the optimal input combinations (lag times) of hourly sea level. The input combination comprises current sea level as well as five previous level values found to be optimal. For the ANFIS models, five different membership functions namely triangular, trapezoidal, generalized bell, Gaussian and two Gaussian membership function were tested and employed for predicting sea level for the next 1 h, 24 h, 48 h and 72 h. The used ANN models were trained using three different algorithms, namely, Levenberg-Marquardt, conjugate gradient and gradient descent. Predictions of optimal ANFIS and ANN models were compared with those of the optimal auto-regressive moving average (ARMA) models. The coefficient of determination, root mean square error and variance account statistics were used as comparison criteria. The obtained results indicated that triangular membership function was optima! for predictions with the ANFIS models while adaptive learning rate and Levenberg-Marquardt were most suitable for training the ANN models. Consequently, ANFIS and ANN models gave similar forecasts and performed better than the developed for the same purpose ARMA models for all the prediction intervals.
机译:具有不同预测范围的准确海平面预测对于沿海和海洋工程应用以及土地排水和填海研究非常重要。潮汐谐波分析的方法通常用于获得潮汐的数学描述,它是需要处理几年收集的潮汐观测数据的数据。在本研究中,使用两种不同的数据驱动技术,自适应神经模糊推理系统(ANFIS)和人工神经网络(ANN)来预测澳大利亚达尔文港的每小时海平面。多元线性回归(MLR)技术用于选择每小时海平面的最佳输入组合(滞后时间)。输入组合包括当前海平面以及五个以前的最佳海平面值。对于ANFIS模型,测试了五个不同的隶属函数,即三角形,梯形,广义钟形,高斯和两个高斯隶属函数,并将其用于预测接下来的1 h,24 h,48 h和72 h的海平面。使用三种不同的算法(即Levenberg-Marquardt,共轭梯度和梯度下降)对使用的ANN模型进行训练。将最佳ANFIS和ANN模型的预测与最佳自回归移动平均值(ARMA)模型的预测进行了比较。将确定系数,均方根误差和方差账户统计用作比较标准。获得的结果表明三角隶属函数是最优的! ANFIS模型的预测,而自适应学习率和Levenberg-Marquardt最适合训练ANN模型。因此,对于所有预测间隔,ANFIS和ANN模型给出的预测相似,并且比针对相同目的的ARMA模型所开发的性能更好。

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