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Parameter identification and model updating in the context of nonlinear mechanical behaviors using a unified formulation of the modified Constitutive Relation Error concept

机译:使用修正的本构关系误差概念的统一表述,在非线性力学行为的情况下进行参数识别和模型更新

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The motivation of this work is to propose a general methodology to deal with complex nonlinear mechanical behaviors in the context of identification and model updating problems. We follow here the principle of the modified Constitutive Relation Error that is an energy-based functional suited to the solution of inverse problems, and originally used in the context of elasticity and elasto-dynamics problems with potentially highly corrupted experimental data. In the paper, we develop and analyze an extended formulation of the modified Constitutive Relation Error functional in order to deal with a wide class of nonlinear mechanical behaviors. The general idea in the construction of the functional is to ensure a strong mechanical content by referring to the thermodynamical framework. In addition, a dedicated numerical process sharing similarities with the LaTIn method is proposed in order to allow effective inversion with reasonable computational cost. The performance of the developed procedure is analyzed on 2D elastic-damage and 3D elasto-visco-plastic cases. (C) 2018 Elsevier B.V. All rights reserved.
机译:这项工作的目的是提出一种在识别和模型更新问题的背景下处理复杂非线性力学行为的通用方法。在这里,我们遵循修正的本构关系误差的原理,该原理是基于能量的函数,适用于求解反问题,最初是在弹性和弹性动力学问题以及潜在的高度损坏的实验数据的背景下使用的。在本文中,我们开发并分析了修正的本构关系误差函数的扩展公式,以便处理各种非线性力学行为。功能构建的总体思路是通过参考热力学框架来确保强大的机械性能。另外,提出了一种与LaTIn方法具有相似性的专用数值过程,以便以合理的计算成本实现有效的反演。在2D弹性损伤和3D弹黏粘塑性情况下分析了所开发程序的性能。 (C)2018 Elsevier B.V.保留所有权利。

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