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Chaos‑generalized regression neural network prediction model of mine water inflow

机译:矿井水流入的混沌广义回归神经网络预测模型

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Artificial neural network (ANN) provides a new way for mine water inflow prediction. However, the effectiveness of prediction using ANN model would not be guaranteed if the influencing factors of water inflow are difficult to quantify or there are only a few observation data. Chaos theory can recover the rich dynamic information hidden in time series. By reconstructing water inflow time series in phase space, the multi-dimensional matrix could be obtained, with each column representing an influencing factor of water inflow and its value representing the change of the influencing factor with time. Therefore, a new prediction model of mine water inflow can be established by combining ANN with chaos theory when lacking data on the influencing factors of water inflow. In the present study, the No. 12 coal mine of Pingdingshan China was selected as the study site. The Chaos-GRNN model and Chaos- BPNN model of mine, water inflow were established by using the water inflow data from February 1976 to December 2013. The model was verified by using the water inflow values in the 24 months from 2014 to 2015. The number embedded dimension (M) of influencing factors of water inflow determined by phase space reconstruction was 7, meaning that there were 7 influencing factors of water inflow and 7 neurons in GRNN input layer, and the time delay was 13 months. The value of GRNN input layer neurons was determined accordingly. The maximum Lyapunov index was 0.0530, and the prediction time of GRNN was 19 months. The two models were evaluated by using four evaluation indices (R, RMSE, MAPE, NSE) and violin plot. It was found that both models can realize the long-term prediction of water inflow, and the prediction effectiveness of Chaos-GRNN model is better than that of Chaos-BPNN model.
机译:人工神经网络(ANN)为矿井水流入预测提供了一种新的方式。然而,如果难以量化的水流入的影响因素,则不会保证使用ANN模型的预测的有效性,或者只有几个观察数据。混沌理论可以恢复隐藏在时间序列中的丰富的动态信息。通过在相位空间中重建水流入时间序列,可以获得多维矩阵,每个列表示水流入的影响因子及其表示影响因子的变化随时间的值。因此,在缺乏水流入影响因素的数据时,可以通过与混沌理论结合ANN来建立新的矿井水流入的新预测模型。在本研究中,冥林山煤矿的第12号被选为研究现场。矿山的混沌-Grnn模型和Chaos-BPNN模型,通过使用1976年2月至2013年12月的水流入数据建立了水流入。通过在2014年至2015年的24个月内使用水流入价值来验证该模型。该模型由相空间重建确定的水流入影响因素的数量嵌入式维度为7,这意味着在GRNN输入层中有7种水分流入和7个神经元的影响因素,时间延迟为13个月。相应地确定GRNN输入层神经元的值。最大Lyapunov指数为0.0530,Grnn的预测时间为19个月。通过使用四个评估指数(R,RMSE,MAPE,NSE)和小提琴图来评估这两种模型。发现两个模型都可以实现水流入的长期预测,并且混沌-GRNN模型的预测效果优于混沌-BPNN模型的预测效果。

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