Approximation Of Stress-Strain Curve Of Rubber-Like Material Using An Artificial Neural Network

O. Vodka, S. Pogrebnyak
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Abstract

Neural networks are widely used in various fields, including computer simulation and mechanics. Neural networks allow solving problems in mechanics with parameters that are poorly formalized. Rubber-like materials have a complex deformation curve. Therefore, the approximation of such a curve can be performed using a neural network. The objective of the work is to create a set of neural networks with different input parameters and internal structure. These neural networks are used for interpolation and approximation of experimental data. To do this, it is constructed and trained neural networks of direct distribution. The training is carried out by the method of back error propagation. The data set was generated based on the results of the experiment. For testing, all networks received the same dataset that was not used during the training but was known from the experiment. This allows determining the network error for the loading cycle area and the root mean square deviation. It is described in detail the type of network and its topology, the method of training, and the preparation of the training sample.
类橡胶材料应力-应变曲线的人工神经网络逼近
神经网络广泛应用于各个领域,包括计算机仿真和力学。神经网络允许解决力学中参数形式化程度较差的问题。类橡胶材料具有复杂的变形曲线。因此,这种曲线的近似可以用神经网络来执行。这项工作的目标是创建一组具有不同输入参数和内部结构的神经网络。这些神经网络用于实验数据的插值和逼近。为此,构建并训练了直接分布神经网络。采用误差反向传播的方法进行训练。数据集是根据实验结果生成的。对于测试,所有网络都接收到相同的数据集,该数据集在训练期间未使用,但从实验中已知。这允许确定加载周期区域的网络误差和均方根偏差。详细介绍了网络的类型及其拓扑结构、训练方法以及训练样本的制备。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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