内部孔洞几何排列和尺寸对AZ31镁合金板材拉伸延展性的影响

Choong Do Lee
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引用次数: 1

摘要

本研究旨在通过对内部孔洞几何排列的塑性约束系数进行数值修正,探讨穿孔圆柱孔洞的几何排列和尺寸分布对金属板拉伸伸长率的贡献。在AZ31合金板带连铸工艺中,通过机械钻孔形成带孔圆柱孔的内部空洞。当孔洞面积比例增加到40%时,拉伸应变显著减小(从0.18降至0.01),即使保持几何阵列(孔洞尺寸与孔洞间韧带距离之比,a/l),拉伸应变标称值也随孔洞尺寸的增加而减小。通过对孤立球形孔洞的原始形式进行修正,提出了描述多孔圆柱孔洞几何排列和尺寸分布的塑性约束因子,利用修正本构模型进行的理论预测与实验结果吻合较好。由于在修正的塑性约束因子中排除了应变硬化指数项,有效空洞面积分数被高估了,因此带孔柱状孔洞的金属板的拉伸延性比孤立的球形孔洞更敏感地取决于空洞面积分数的变化。此外,在一定的a/l比下,增大孔洞尺寸和孔洞面积分数会导致拉伸应变的减小,这主要是由于孔洞周围的塑性区增加和应力集中加剧。
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Effects of Geometric Array and Size of Internal Voids on Tensile Ductility of AZ31 Magnesium Alloy Sheets
This study aims to investigate the contributions of the geometric array and size distribution of perforated cylindrical voids to the tensile elongation of a metallic sheet through the numerical correction of the plastic constraint factor with regard to the geometric array of internal voids. In AZ31 alloy sheets fabricated via strip casting, internal voids were formed via mechanical drilling in the form of perforated cylindrical holes. The tensile strain decreased significantly (from 0.18 to 0.01) as the void area fraction increased to 40%, and its nominal value decreased with an increase in the void size, even when the geometric array (ratio of void size to ligament distance between voids, a/l) was maintained. A plastic constraint factor describing the geometric array and size distribution of perforated cylindrical voids was proposed through the modification of an original form for isolated spherical voids, and the theoretical prediction using a modified constitutive model agreed well with the experimental results. The tensile ductility of a metallic sheet with perforated cylindrical voids depends more sensitively than isolated spherical voids on the variation in the void area fraction, because the effective void area fraction is overestimated by the exclusion of the strain-hardening exponent term in the modified plastic constraint factor. Additionally, increases in the void size and void area fraction at a fixed a/l ratio lead to a reduction in the tensile strain, by the increase of the plastic zone and the intensification of stress concentration around a void.
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