General Blending Approach of Fundamental Cold Flow Models for an Almost Complete Cold Flow Model in Terms of Tensile Test

Author:

Byun Jong Bok1,Jee Chang Woon2,Lee Kwang Hee3,Joun Man Soo4ORCID

Affiliation:

1. Engineering Research Institute Gyeongsang National University Jinju 52828 Republic of Korea

2. Technical Research Laboratories POSCO Gwangyang 57807 Republic of Korea

3. Technical Institute Pungkang Co., Ltd. Hwaseong 18572 Republic of Korea

4. ReCAFT School of Mechanical and Aerospace Engineering Gyeongsang National University Jinju 52828 Republic of Korea

Abstract

The importance of two major issues in obtaining an almost complete cold flow model (ACCFM) from a tensile test, that is, the necking conditions (including the Considère condition and tensile strength) and several selected representative flow points in both pre‐ and postnecking strain hardening regions, is emphasized. It is shown using the AISI 1010 steel for automatic multistage cold forging (AISI 1010 equivalent) that all the traditional fundamental flow models (FFMs) such as the Ludwik, Voce, Hollomon, and Swift models cannot simultaneously satisfy the two major issues. A general blended flow model (BFM) is proposed, which is a linear combination of known basis blending functions satisfying the necking conditions. The number of basis blending functions is unconstrained. The constants of the linear combination, called blending coefficients, are calculated by a set of linear equations to meet the selected representative flow points. Numerous combinations of basis flow functions are tried. It has been shown that there is no interpolation case among all the obtained BFMs but that there are a few ACCFM‐acceptable cases among them, which are based on the extrapolation of the basis blending functions.

Funder

Korea Institute of Energy Technology Evaluation and Planning

Korea Evaluation Institute of Industrial Technology

Publisher

Wiley

Subject

Materials Chemistry,Metals and Alloys,Physical and Theoretical Chemistry,Condensed Matter Physics

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