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Non-destructive assessment of the three-point-bending strength of mortar beams using radial basis function neural networks

机译:径向基函数神经网络对砂浆梁三点弯曲强度的无损评估

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摘要

This paper presents a new method for assessing the three-point-bending (3PB) strength of mortar beams in a non-destructive manner, based on neural network (NN) models. The models are based on the radial basis function (RBF) architecture and the fuzzy means algorithm is employed for training, in order to boost the prediction accuracy. Data for training the models were collected based on a series of experiments, where the cement mortar beams were subjected to various bending mechanical loads and the resulting pressure stimulated currents (PSCs) were recorded. The input variables to the NN models were then calculated by describing the PSC relaxation process through a generalization of Boltzmannn-Gibbs statistical physics, known as non-extensive statistical physics (NESP). The NN predictions were evaluated using k-fold cross-validation and new data that were kept independent from training; it can be seen that the proposed method can successfully form the basis of a non-destructive tool for assessing the bending strength. A comparison with a different NN architecture confirms the superiority of the proposed approach.
机译:本文提出了一种基于神经网络(NN)模型的无损评估灰浆梁三点弯曲(3PB)强度的新方法。这些模型基于径向基函数(RBF)架构,并且采用模糊均值算法进行训练,以提高预测精度。基于一系列实验收集了用于训练模型的数据,在该实验中,水泥砂浆梁承受了各种弯曲机械载荷,并记录了所产生的压力激励电流(PSC)。然后,通过广义玻尔兹曼-吉布斯统计物理学(称为非扩展统计物理学(NESP))的描述来描述PSC松弛过程,从而计算NN模型的输入变量。使用k倍交叉验证和独立于训练的新数据评估NN预测;可以看出,所提出的方法可以成功地构成用于评估弯曲强度的非破坏性工具的基础。与不同的NN架构进行比较,证实了该方法的优越性。

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