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논문 기본 정보

자료유형
학술대회자료
저자정보
Jeerachai Supasuthakul (Deakin University) Peter D. Hodgson (Deakin University) Chunhui Yang (Deakin University)
저널정보
한국소성·가공학회 기타자료 The 8th International Conference and Workshop on numerical simulation of 3D seet metal forming processes (NUMISHEET 2011)
발행연도
2011.8
수록면
541 - 548 (8page)

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In this work, analytical models of pure bending are developed to simulate a particular type of bend test and to determine possible errors arising from approximations used in analyzing experimental data. Analytical models proposed for steels include a theoretical solution of pure bending and a series of finite element models, based on the von Mises yield function, are subjected to different stress and strain conditions. The results show that for steel sheets the difference between measured and calculated results of the moment-curvature behaviour is small and the numerical results from the finite element models indicate that experimental results obtained from the test are acceptable in the range of the pure bending operation. Further for magnesium alloys, which exhibit unsymmetrical yielding, the algorithm of the yield function with a linear isotropic hardening model is implemented by programming a user subroutine in Abaqus for bending simulations of magnesium. The simulations using the proposed user subroutine extract better results than those using the von Mises yield function.

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Abstract
INTRODUCTION
THEORETICAL SOLUTION OF PURE BENDING OF A SHEET OF ISOTROPIC MATERIAL
FINITE ELEMENT MODELLING ON PURE BENDING OF METAL SHEETS
RESULTS AND DISCUSSION
CONCLUSIONS
REFERENCES

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