FINITE-ELEMENT SIMULATION OF SHEET-METAL FORMING FOR PLANAR ANISOTROPIC METALS

被引:94
作者
CHUNG, KS
SHAH, K
机构
[1] Alcoa Laboratories Alcoa Center
关键词
D O I
10.1016/0749-6419(92)90059-L
中图分类号
TH [机械、仪表工业];
学科分类号
0802 ;
摘要
Modeling of sheet metal forming processes requires an accurate description of anisotropic material behavior. This paper describes the finite element (FEM) simulation results obtained using Barlat's six-component anisotropic yield function, developed recently. The hydraulic bulge and cup drawing tests were modeled for a 2008-T4 aluminum alloy, using this new yield function incorporated into ABAQUS. For the hydraulic bulge test, bulge profiles and pole displacement versus bulge pressure were computed. For the cup drawing test, earing profiles, cup heights, and cup thickness profiles were computed. Good agreement was found between FEM simulations and experiments. The results show that a valuable mathematical tool is now available which can be used for the forming simulation of planar anisotropic metals.
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页码:453 / 476
页数:24
相关论文
共 31 条
[1]   A 6-COMPONENT YIELD FUNCTION FOR ANISOTROPIC MATERIALS [J].
BARLAT, F ;
LEGE, DJ ;
BREM, JC .
INTERNATIONAL JOURNAL OF PLASTICITY, 1991, 7 (07) :693-712
[2]   PLASTIC BEHAVIOR AND STRETCHABILITY OF SHEET METALS .1. A YIELD FUNCTION FOR ORTHOTROPIC SHEETS UNDER PLANE-STRESS CONDITIONS [J].
BARLAT, F ;
LIAN, J .
INTERNATIONAL JOURNAL OF PLASTICITY, 1989, 5 (01) :51-66
[3]   PREDICTION OF TRICOMPONENT PLANE-STRESS YIELD SURFACES AND ASSOCIATED FLOW AND FAILURE BEHAVIOR OF STRONGLY TEXTURED FCC POLYCRYSTALLINE SHEETS [J].
BARLAT, F ;
RICHMOND, O .
MATERIALS SCIENCE AND ENGINEERING, 1987, 95 :15-29
[5]  
BISHOP JFW, 1951, PHILOS MAG, V42, P414
[6]  
BISHOP JFW, 1951, PHILOS MAG, V42, P1298
[7]  
BUDIANSKY B, 1984, MECH MAT BEHAV, P15
[8]  
CHUNG K, 1991, UNPUB INT J PLASTICI
[9]  
Doege E, 1988, MODELING METAL FORMI, P123
[10]   THEORY OF PLASTIC ANISOTROPY BASED ON A YIELD FUNCTION OF 4TH-ORDER (PLANE STRESS STATE) .1. [J].
GOTOH, M .
INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 1977, 19 (09) :505-512