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Modeling and optimization of a trench layer location around a pipeline using artificial neural networks and particle swarm optimization algorithm

机译:使用人工神经网络和粒子群算法对管道周围沟槽层位置进行建模和优化

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The main objective of the present work is to utilize particle swarm optimization algorithm (PSOA) integrated with feed-forward multi-layer perceptron (MLP) type of artificial neural networks (ANN) to find the optimum positions of a trench layer around a pipeline in order to obtain the minimum liquefaction potential. The mesh free local radial basis function differential quadrature method (LRBF-DQ) was used to solve the governing equations of seismic accumulative excess pore pressure containing pore pressure source term. This data was used to train the ANN using back propagation weight update rule. Then the trained ANN predicts the liquefaction potential and PSOA was used to find the best location of the trench layer. The results obtained by the MATLAB codes of LRBF-DQ, ANN and PSOA are showed that there was a linear relation between the location of the pipeline and the optimum location of the trench layer. Moreover the minimum liquefaction potential has been occurred when the trench layer placed beneath of the pipeline.
机译:本工作的主要目的是利用粒子群优化算法(PSOA)与前馈多层感知器(MLP)类型的人工神经网络(ANN)集成在一起,以找到位于管道周围的沟槽层的最佳位置。为了获得最小的液化潜力。采用无网格局部径向基函数微分求积法(LRBF-DQ)求解含孔隙压力源项的地震累积超孔隙压力的控制方程。该数据用于使用反向传播权重更新规则来训练ANN。然后训练有素的人工神经网络预测液化潜力,并使用PSOA来找到沟槽层的最佳位置。通过LRBF-DQ,ANN和PSOA的MATLAB代码获得的结果表明,管线的位置与沟槽层的最佳位置之间存在线性关系。此外,当将沟槽层置于管线下方时,发生了最小的液化潜力。

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