正交异性材料
材料科学
微晶
金属薄板
各向异性
可塑性
平面应力
平面的
屈服面
复合材料
金属
平面(几何)
产量(工程)
托拉
压力(语言学)
有限元法
结构工程
几何学
冶金
数学
光学
本构方程
物理
语言学
计算机图形学(图像)
哲学
计算机科学
工程类
标识
DOI:10.1016/0749-6419(89)90019-3
摘要
A yield function that describes the behavior of orthortropic sheets ,metals exhibiting planar anisotropy and subjected to plane stress conditions is proposed. It is shown to give a reasonable approximation to plastic potentials calculated with the Taylor/Bishop and Hill theory of polycrystalline plasticity for plane stress states. Therefore, this formulation should be particulary useful to study, at a low degree of complexity, the influence of polycrystalline textures on the forming performances of metal sheets. In part II, this yield function will be used to study the influence of the yield surface shape on failure behavior of sheet metals.
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