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Extracting Interlaminar Cohesive Laws from Displacement Field Measurements

机译:从位移场测量中提取层间内聚规律

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Cohesive/interface elements are one of the successful numerical tools that havernbeen recently applied to many different problems and shown good results in modellingrncrack development. However, most applied cohesive laws are hypothetical and are notrnbased on experimental measurements. The aim of this study is to investigate therndamage development at a delaminating interface and to propose a method by whichrnthe mode-Ⅱ traction-separation law can be extracted experimentally.rnTo find the traction-separation law, both variables (traction and separation) need tornbe evaluated separately at the interface. Mode-Ⅱ separation can be found byrnsubtracting the displacements on each side of the interface, however finding the valuernof traction (shear stress) at the interface is more difficult. As a first step, the shearrnstrain field is found from the available displacement field measurements and then, thernshear stress is worked out using the shear constitutive law.rnAfter validating the proposed method against FE simulations, the experimentalrndisplacement field is used to find the traction-separation law. The overall form of therntraction-separation law can be approximated by a trapezoidal shape.
机译:内聚/界面元素是成功的数值工具之一,近来已应用于许多不同的问题,并且在裂缝开发中显示出良好的效果。但是,大多数应用的内聚定律都是假设性的,并非基于实验测量。这项研究的目的是研究分层界面处的损伤发展,并提出一种可通过实验提取模式Ⅱ牵引分离规律的方法。要找到牵引分离规律,需要将变量(牵引和分离)都撕掉在界面上单独评估。通过减去界面每一侧的位移可以找到模式Ⅱ分离,但是要找到界面处的牵引力(剪切应力)则比较困难。第一步,从可用的位移场测量值中找到剪切应变场,然后使用剪切本构定律计算剪切应力。rn在验证了所提出的方法以进行有限元模拟后,使用实验位移场来寻找牵引分离法。牵引分离定律的整体形式可以近似为梯形形状。

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