Drucker D. C., “A More Fundamental Approach to Plastic Stress-Strain Relations,” Journal of Applied Mechanics Transactions of the ASME, 18, pp. 323–323 (1951).
Drucker D. C., Prager W. and Greenberg H. J., “Extended Limit Design Theorems for Continuous Media,” Quarterly of Applied Mathematics, 9, pp. 381–389 (1952).
Palmer A. C., Maier G. and Drucker D. C., “Normality Relations and Convexity of Yield Surfaces for Unstable Materials or Structural Elements,” Journal of Applied Mechanics, 34, pp. 464–470 (1967).
Li Y. C., Tang Z. J. and Hu X. Z., “Further Study on the Drucker Postulate and Plastic Constitutive Relations,” Journal of University of Science and Technology of China, 18, pp. 339–345 (1988).
Hageman L. J. and Walsh J. M., HELP, A Multi-Material Eulerian Program for Compressible Fluid and Elastic-Plastic Flows in Two Space Dimensions and Time, Ballistic Research Laboratory Report No. 39, 1, pp. 29–36 (1971).
Hallquist J. O., LS-DYNA Theory Manual, Livermore Software Technology Corporation, California, pp. 18.1–18.16 (2006).
Lee J., et al., “Stress Update Algorithm for Enhanced Homogeneous Anisotropic Hardening Model,” Computer Methods in Applied Mechanics and Engineering, 286, pp. 63–86 (2015).
Peng Q. and Chen M. X., “An Efficient Return Mapping Algorithm for General Isotropic Elastoplasticity in Principal Space,” Computers and Structures, 3, pp. 173–184 (2012).
Xu Y., et al., “An Adaptive Updating Full-Newton Step Interior-Point Algorithm with Modified Newton Direction,” Applied Numerical Mathematics, 91, pp. 98–106 (2015).
Ji H. K., et al., “An Elasto-Plastic Constitutive Model with Plastic Strain Rate Potentials for Anisotropic Cubic Metals,” International Journal of Plasticity, 12, pp. 2298–2334 (2008).
Rui P. R. C. and Yoon J. W., “Stress Integration Method for a Nonlinear Kinematic/Isotropic Hardening Model and Its Characterization Based on Polycrystal Plasticity,” International Journal of Plasticity, 9, pp. 1684–1710 (2009).
Yoon J. W., Yang D. Y. and Chung K., “Elasto-Plastic Finite Element Method Based on Incremental Deformation Theory and Continuum Based Shell Elements for Planar Anisotropic Sheet Materials,” Computer Methods in Applied Mechanics and Engineering, 1-2, pp. 23–56 (1999).
Ding K. Z., Qin Q. H. and Cardew-Hall M., “Substepping Algorithms with Stress Correction for the Simulation of Sheet Metal Forming Process,” International Journal of Mechanical Sciences, 11, pp. 1289–1308 (2007).
Chen X., Zhang J. and Liu J. K., “An Explicit Sub-Stepping Stress Integration Method and Its Applications in Numerical Simulations of SMA,” Applied Mathematics and Mechanics, 6, pp. 576–585 (2013).
Szabó L. and Kossa A., “A New Exact Integration Method for the Drucker-Prager Elastoplastic Model with Linear Isotropic Hardening,” International Journal of Solids and Structures, 1, pp. 170–190 (2012).
Yamakawa Y., Hashiguchi K. and Ikeda K., “Implicit Stress-Update Algorithm for Isotropic Cam-Clay Model Based on the Subloading Surface Concept at Finite Strains,” International Journal of Plasticity, 5, pp. 634–658 (2010).
Rezania M., Sivasithamparam N. and Nezhad M. M., “On the Stress Update Algorithm of an Advanced Critical State Elasto-Plastic Model and the Effect of Yield Function Equation,” Finite Elements in Analysis and Design, 6, pp. 74–83 (2014).
Pedroso D. M., Sheng D. and Sloan S. W., “Stress Update Algorithm for Elastoplastic Models with Nonconvex Yield Surfaces,” International Journal for Numerical Methods in Engineering, 13, pp. 2029–2062 (2008).
Li Y. C., Tan F. L., Yao L. and Hu X. Z., “Thermo-Viscoplastic Constitutive Relation of Damaged Materials with Application,” Explosion and Shock Waves, 24, pp. 289–298 (2004).
Johnson G. R. and Cook W. H., “A Constitutive Model and Data for Metals Subjected to Large Strains, High Strain Rates and High Temperatures,” Proceedings of the 7th International Symposium on Ballistics, the Netherlands (1983).