用圆柱形样品模型比较微极介质的屈服函数

K. Frolova, E. Vilchevskaya
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引用次数: 0

摘要

本文讨论了扩展到微极介质的不同屈服函数,以研究金属局部塑性的影响。本文研究了圆柱试样在侧向分布偶应力作用下的非均匀应力-应变状态。考虑与试样张力相对应的情况。塑性应变在试样边缘附近出现,而材料继续表现出弹性。根据结果,有必要考虑耦合应力,以澄清当该区域的大小与结构不均匀性的大小相当时,在靠近边界的区域发生了什么。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
COMPARISON OF THE YIELD FUNCTIONS FOR MICROPOLAR MEDIA USING A CYLINDRICAL SAMPLE MODEL
The article discusses different yield functions extended to the case of micropolar media in order to investigate the effect of local plasticity in metals. The paper is concerned with the inhomogeneous stress-strain state obtained within the frame of the micropolar continuum approach for a cylindrical specimen under distributed couple stress on its lateral surface. The case corresponding to specimen tension is considered. Plastic strains prove to arise near the border of the specimen, while the material continues to behave elastically. According to the results, it is necessary to take into account couple stresses to clarify what happens in the area near the border when the size of this area is comparable to the size of the structure inhomogeneity.
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