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Desirable Features of Processing Dic Data with a Stress Function

机译:处理具有应力功能的DIC数据的理想特征

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摘要

Structural and mechanical components often contain holes or notches, thus introducing stress concentrations which can control member integrity. While DIC is an extremely popular experimental technique, there are difficulties in recording quality DIC data at and near edges, rendering it problematic to obtain reliable stress or strain concentration factors. Moreover, traditional displacement-based strain/stress analyses require knowing both in-plane displacements. For linear-elastic isotropic or orthotropic materials, using a stress function enables one to obtain both in-plane displacements, hence complete strains and stresses, from measured information of only one of the two displacement fields. This can be advantageous since it is not uncommon for one or the other of the in-plane displacements to be of inadequate quality and/or extremely small. Analyzing isotropic materials involves real variables while one represents the stress function in complex variables for orthotropic materials.
机译:结构和机械部件通常包含孔或缺口,从而引入可以控制成员完整性的应力浓度。 虽然DIC是一种极其流行的实验技术,但在近边缘记录质量DIC数据时存在困难,以获得可靠的应力或应变浓度因子的问题。 此外,传统的基于位移的应变/应力分析需要了解面内位移。 对于线性弹性各向同性或正交材料,使用应力函数使得可以从两个位移场中只有一个的测量信息获得完全位移,从而获得完全的菌株和应力。 这可能是有利的,因为在面内位移中的一个或另一个或另一个不常见的质量和/或极小的面内不常见。 分析各向同性材料涉及实际变量,而一个代表正交材料的复数变量中的应力功能。

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