In this paper, a double-surface plasticity model, based on a combination of
a convex yield surface consisting of a failure envelope, such as a Mohr-Co
ulomb yield surface and, a hardening cap model, is developed for the nonlin
ear behaviour of powder materials in the concept of a generalized plasticit
y formulation for the description of cyclic loading. This model reflects th
e yielding, frictional and densification characteristics of powder along wi
th strain and geometrical hardening which occur during the compaction proce
ss. The solution yields details on the powder displacement from which it is
possible to establish the stress state in the powder and the densification
is derived from consideration of the elemental volumetric strain. A harden
ing rule is used to define the dependence of the yield surface on the degre
e of plastic straining. Finally, an adaptive finite element model (FEM) ana
lysis is employed by the updated Lagrangian formulation to simulate the com
paction of a set of complex powder forming processes. (C) 2001 Elsevier Sci
ence Ltd. All rights reserved.