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Finite Element Analysis System Using the Neural Network Constitutive Properties

机译:使用神经网络本构特性的有限元分析系统

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The inelastic finite element analysis is indispensable for reliable estimation of the material behaviors, which are under such severe environments as the cyclic loading and the elevated temperature. The inelastic material properties have been expressed in terms of constitutive equations. However, it is not easy to determine parameters included in these equations from the experimental data. In our previous studies [1][2], we have found that the neural networks have a comparable ability to estimate the stress-strain curves under uniaxial loading and stationary temperature conditions to the conventional inelastic constitutive equations. When we actually make use of the neural network to model the constitutive properties in the structural analysis, it is necessary to implement the neural network modeler for a finite element method (FEM) code. In this paper, we incorporate the neural networks for modeling the inelastic material behaviors under uniaxial loading and stationary temperature conditions into an FEM code instead of the inelastic constitutive equations.
机译:非弹性有限元分析对于可靠的材料行为估计是必不可少的,其在这种严重的环境中作为循环负载和升高的温度。在本构方程方面已经表达了非弹性材料特性。然而,从实验数据中确定包括在这些方程中的参数不容易。在我们以前的研究[1] [2]中,我们发现神经网络具有可比能力来估计在单轴装载和固定温度条件下的应力 - 应变曲线到传统的非弹性组成型方程。当我们实际利用神经网络来模拟结构分析中的本构属性时,有必要为有限元方法(FEM)代码来实现神经网络建模器。在本文中,我们将神经网络纳入用于在单轴装载和固定温度条件下将无弹性材料行为建模的神经网络,而不是非弹性组成剖面方程。

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