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17544377727
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2
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0000967992
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Kellicut, A., Cowell, B., Kavikondala, K., Dutton, T., Iregbu, S., and Sturt, R., 1999, "Application of the Results of Forming Simulation in Crash Models," NUMISHEET'99 Numerical Simulation of 3-D Sheet Metal Forming Processes, J. C. Gelin and P. Picart, Eds., pp. 509-516.
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3
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17544377935
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The influence of back stresses in parts forming on crashworthiness
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accepted
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Comparative crash simulations incorporating the results of sheet forming analyses
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Ideal sheet forming with frictional constraints
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Chung, K.1
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A deformation theory of plasticity based on minimum work paths
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Chung, K.1
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A hybrid membrane/shell method for rapid estimation of springback in anisotropic sheet metals
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Pourboghrat, F., Chung, K., and Richmond, O., 1998, "A Hybrid Membrane/Shell Method for Rapid Estimation of Springback in Anisotropic Sheet Metals," ASME J. Appl. Mech., 65, pp. 671-684.
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Springback prediction for sheet metal forming process using a 3D hybrid membrane/shell method
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Blank shape design for a planar anisotropic sheet based on ideal forming design theory and FEM analysis
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Chung, K., Barlat, F., Brem, J. C., Lege, D. J., and Richmond, O., 1997, "Blank Shape Design for a Planar Anisotropic Sheet Based on Ideal Forming Design Theory and FEM Analysis," Int. I. Mech. Sci., 39, pp. 102-120.
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15
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Strain potential for metals and its application to minimum plastic work path calculations
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Barlat, F., Chung, K., and Richmond, O., 1993, "Strain Potential for Metals and Its Application to Minimum Plastic Work Path Calculations," Int. J. Plast., 9, pp. 51-63.
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85059048727
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Spring-back evaluation of automotive sheets based on combined isotropic-kinematic hardening laws and non-quadratic anisotropic yield functions, part I: Theory and formulation
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accepted
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Chung, K., Lee, M.-G., Kim, D., Kim, C., Wenner, M. L., and Barlat, F., 2004, "Spring-Back Evaluation of Automotive Sheets Based on Combined Isotropic-Kinematic Hardening Laws and Non-Quadratic Anisotropic Yield Functions, Part I: Theory and Formulation," Int. J. Plast., (accepted).
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Influence of yield criteria on the prediction of formability during stretch flanging forming
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A. S. Khan, ed., Cancun, Mexico
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Worswick, M. J., Finn, M. J., and Galbraith, C., 1999, "Influence of Yield Criteria on the Prediction of Formability During Stretch Flanging Forming," A. S. Khan, ed., Proc. Plasticity'99, Cancun, Mexico, pp. 441-444.
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The effects of yield criteria in analyses of metal forming
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Hosford, W. F., 2003, "The Effects of Yield Criteria in Analyses of Metal Forming," A. S. Khan, R. Kazmi, and J. Zhou, eds., Proc. Plasticity'03, Maryland, USA pp. 175-177.
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Implementation of barlat 1996 yield function in finite element simulation of sheet forming
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Savoie, J., Szabo, L., Wu, P., and Nardini, D., 2003, "Implementation of Barlat 1996 Yield Function in Finite Element Simulation of Sheet Forming," A. S. Khan, R. Kazmi, and I. Zhou, eds., Proc. Plasticity'03, Maryland, USA, pp. 196-198.
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Inverse finite element analysis of S-rail forming with a direct mesh mapping method for crash analysis considering forming effects
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Kim, S.-H., and Huh, H., 2003, "Inverse Finite Element Analysis of S-rail Forming With a Direct Mesh Mapping Method for Crash Analysis Considering Forming Effects," Key Eng. Mater., 233-236, pp. 335-340.
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17544361885
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Spring-back evaluation of automotive sheets based on combined isotropic-kinematic hardening laws and non-quadratic anisotropic yield functions, part II: Characterization of material properties
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accepted
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Lee, M.-G., Kim, D., Kim, C., Wenner, M. L., Wagoner, R. H., and Chung, K., 2004, "Spring-Back Evaluation of Automotive Sheets Based on Combined Isotropic-Kinematic Hardening Laws and Non-Quadratic Anisotropic Yield Functions, Part II: Characterization of Material Properties," Int. J. Plast., (accepted).
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17544382103
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Lee, J. K., Kinzel, G. L., and Wagoner, R. H., eds., 1996, NUMISHEET'96 Numerical Simulation of 3-D Sheet Metal Forming Processes-Verification of Simulation with Experiment, Michigan, USA.
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Lee, J.K.1
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