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Change of Young's Modulus with Increasing Applied Tensile Strain in Open Cell Nickel and Copper Foams

机译:杨氏模量随开孔镍泡沫和铜泡沫中施加拉伸应变的增加而变化

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The change of Young's modulus with increasing applied tensile strain in the open cell nickel and copper foams, fabricated by the slurry foaming process at Mitsubishi Materials Corporation, Japan, was investigated experimentally and analytically. Stress-strain curves were measured at room temperature, in which the loading-unloading-reloading process was performed on the sample at various applied strains. For measurement of the strain of the sample itself accurately, the non-contact extensometer was employed. The Young's modulus values at various applied tensile strains were estimated from the slope of the elastic region in the stress-strain curve in the unloading process. It was revealed that two competitive factors affect on the Young' modulus value. One is the irreversible morphology-change of cells arising from the plastic deformation of the metal as a results of which, the cells are elongated and stmts are straight forwarded in the tensile direction. This factor acts to raise the Young's modulus with increasing applied strain. Another factor is the failure of struts, which tends to reduce the Young's modulus with increasing applied strain, especially beyond the strain where the struts are failed successively. Accordingly, due to the competition of the former and latter factors, the Young's modulus increases, reaching maximum and then decreases with increasing applied strain in both of the foams. The increase in Young's modulus with increasing applied strain due to the change of geometry of struts was confirmed by the experimental test of micro-samples composed of several struts and nodes and by the simulation based on the finite element analysis using a model micro-sample.
机译:通过日本三菱材料公司的淤浆发泡工艺制造的开孔镍和铜泡沫中,杨氏模量随施加的拉伸应变的增加而变化。在室温下测量应力-应变曲线,其中在各种施加的应变下对样品进行加载-卸载-再加载过程。为了精确地测量样品本身的应变,采用了非接触式引伸计。在卸载过程中,根据应力-应变曲线中弹性区域的斜率,估算了在各种外加拉伸应变下的杨氏模量值。揭示了两个竞争因素影响杨氏模量值。一种是由于金属的塑性变形而引起的不可逆的形貌变化,其结果是,拉长了孔,stmts在拉伸方向上笔直向前。该因子的作用是随着施加应变的增加而提高杨氏模量。另一个因素是支撑杆的破坏,随着施加应变的增加,特别是超出了支撑杆连续破坏的应变,它往往会降低杨氏模量。因此,由于前者和后者的竞争,两种泡沫中的杨氏模量增加,达到最大值,然后随着施加应变的增加而降低。通过由多个支杆和节点组成的微样品的实验测试以及基于使用模型微样品的有限元分析的模拟,证实了由于支杆的几何形状变化而导致的杨氏模量随施加应变的增加而增加。

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