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Strain distribution in cruciform specimens subjected to biaxial loading conditions. Part 2: Influence of geometrical discontinuities

机译:十字形试样在双轴载荷条件下的应变分布。第2部分:几何不连续性的影响

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摘要

In this paper, the influence of the geometrical design on the strain distribution in cruciform specimens is investigated. It will be shown that geometrical discontinuities, such as the milled zone and the fillet corners which are, respectively, introduced in the cruciform specimen to obtain a more uniform biaxial strain distribution and to guide the loads into the centre zone, result in local high strain concentrations. For this purpose, the digital image correlation technique and the finite element method were employed to trace the origin of these concentrations. It also appeared that the type of load, whether it was applied in a uniaxial or biaxial way, had a minor influence on the observed strain concentrations. The same conclusion could be drawn for the effect of the fibre orientation on the development of these strain intensities. Moreover, this study reveals that the geometrical irregularities lead to complex stress states which make the cruciform specimen fail prematurely. This complicates the determination of the true ultimate biaxial strength of a composite material.
机译:本文研究了几何设计对十字形试样应变分布的影响。可以看出,在十字形试样中分别引入了铣削区和圆角等几何不连续性,以获得更均匀的双轴应变分布并引导载荷进入中心区,从而导致局部高应变浓度。为此,采用了数字图像相关技术和有限元方法来追踪这些浓度的来源。似乎载荷的类型,无论是单轴还是双轴施加,都对所观察到的应变浓度影响很小。对于纤维取向对这些应变强度发展的影响,可以得出相同的结论。此外,这项研究表明,几何形状的不规则会导致复杂的应力状态,从而使十字形试样过早失效。这使确定复合材料的真正极限双轴强度变得复杂。

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