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Strains in Shallow and Deep Notches Using Two DIC Algorithms

机译:使用两个DIC算法在浅层和深度凹口中的菌株

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In the current work, a high magnification 3D stereoscopic digital image correlation (DIC) system and a 3D micro-stereoscopic DIC system were used to determine elastic and elastic-plastic strain distributions in the proximity of shallow and deep notches. Specimens used were a plate with a shallow circumferential notch under bending load, and two deep U-Notch specimens under tensile load. The data analysis employed two methodologies. One was the direct application of a conventional and commercial DIC analysis tool. Another, applied to the same gathered data, using a novel combination of image analysis technique with a meshless numerical method. The Scale Invariant Feature Transform (SIFT) computer vision algorithm was used to extract distinctive points or features of the captured images. Then, the displacements were obtained by tracking the positions of successfully matched SIFT points of the undeformed-deformed pair of images. In sequence, the points provided by SIFT were selected as nodes of a meshless formulation to generate a numerical approximation of the displacement fields and their derivatives. For that, the moving least square method was employed. The advantages of the novel proposed method were the automaticity in the process correlation and the good performance when low and high strain gradient strain fields co-existed in the same analysis. The SIFT-Meshless strain distributions consistently matched with those obtained from the traditional DIC subset-step type of analysis applied to the same sets of images and with results obtained from finite element models. An important conclusion was that the SIFT-Meshless method provided reliable measurements, especially at the vicinity of the notches where the maximum strain values were expected.
机译:在目前的工作中,高倍率3D立体数字图像相关(DIC)系统和3D微立体DIC系统被用来确定在浅和深凹槽的邻近的弹性和弹性塑性应变分布。使用试样为与弯曲载荷下的浅周向凹口的板,和两个深U形缺口拉伸负荷下的标本。数据分析采用两种方法。一个是传统和商业DIC分析工具的直接应用。另一个,施加到相同的收集到的数据,使用一种新的图像分析技术的组合与无网格数值方法。的尺度不变特征变换(SIFT)的计算机视觉算法来提取特定点或所捕获的图像的特征。然后,通过跟踪的未变形变形对图像的匹配成功的SIFT点的位置获得的位移。在序列中,通过SIFT提供的点被选择为无网格制剂的节点产生的位移字段和它们的衍生物的数值近似。为此,被采用的移动最小二乘法。新型提出的方法的优点是在该过程相关的自动化,并在同样的分析时的低和高应变梯度的应变场共同存在的良好的性能。从分析的传统子集DIC步式得到的那些一致地相匹配的SIFT-无网格应变分布应用到相同的图像集,并与来自有限元模型获得的结果。一个重要结论是,SIFT-无网格方法提供可靠的测量,特别是在其中的最大应变值预期的槽口附近。

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