DETERMINATION OF THE STRESS STATE AND THE FORCE OF DEFORMATION OF BALL-SHAPED BILLETS IN A CLOSED MATRIX

Q3 Materials Science
Z. Ashkeyev, V. Andreyachshenko, M. Abishkenov, Z. Bukanov
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引用次数: 0

Abstract

At the present stage of development of science and technology, the problem of improving the quality of metal products by integrating methods of severe plastic deformation into existing technological processes is urgent. Intense plastic deformation makes it possible to obtain nanostructured metallic materials with improved quality and an attractive set of properties due to the saturation of the metal with nanoscale defects. Spherical billets with two ends along the edges are a common form of metal products. For the manufacture of such metal products, the effect of mutual influence of all-round compression and ECAP pressing in a device for the implementation of equal-channel angular pressing in a closed matrix was used. The purpose of this study is to develop a theoretical approach to determining the stress state and deformation force of spherical blanks in a closed matrix. To achieve this goal, an integrated approach was used to determine the stress state and deformation force by the method of slip lines and computer simulation in the Deform-3D software package. Analysis of the results of the stress state of the workpieces obtained by the slip line method showed that a uniform stress state is formed with a predominance of the maximum compressive stresses. The combination of the latter with angular metal extrusion into the lateral channels of the matrix predicts the production of workpieces with sub-ultrafine-grained and/or nanostructure. By the method of joint solution of differential equations of equilibrium and plasticity conditions, as well as computer modeling, the deforming force of the blanks at the final stage of deformation, when the metal flows out into the lateral channels of the matrix, is determined. The analysis of the obtained results shows that the value of the deformation force obtained by the two methods is comparable with a difference of up to 2 %, which confirms the correctness of the obtained values.
封闭基体中球方坯的应力状态和变形力的测定
在科学技术发展的现阶段,通过将严重塑性变形的方法融入现有的工艺过程来提高金属产品质量的问题迫在眉睫。由于具有纳米级缺陷的金属的饱和,强烈的塑性变形使得获得具有改进的质量和一组有吸引力的性质的纳米结构化金属材料成为可能。两端沿边缘的球形坯料是金属产品的常见形式。在这种金属产品的制造中,采用了全方位压缩和ECAP挤压在闭合矩阵中实现等通道角挤压的装置中相互影响的效果。本研究的目的是开发一种理论方法来确定封闭矩阵中球形坯料的应力状态和变形力。为了实现这一目标,在Deform-3D软件包中使用了一种集成的方法,通过滑移线和计算机模拟的方法来确定应力状态和变形力。对滑移线法得到的工件应力状态的分析结果表明,形成了以最大压应力为主的均匀应力状态。后者与角形金属挤压到基体的横向通道中的组合预测了具有亚超细晶粒和/或纳米结构的工件的生产。通过平衡和塑性条件微分方程的联合求解方法,以及计算机建模,确定了金属流入基体横向通道时坯料在变形最后阶段的变形力。对所得结果的分析表明,两种方法获得的变形力值具有可比性,差异高达2%,这证实了所得值的正确性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
PNRPU Mechanics Bulletin
PNRPU Mechanics Bulletin Materials Science-Materials Science (miscellaneous)
CiteScore
1.10
自引率
0.00%
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0
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