Finite element analysis is employed to investigate void growth embedded in
elastic-plastic matrix material. Axisymmetric and plane stress conditions a
re considered. The simulation of void growth in a unit cell model is carrie
d out over a wide range of triaxial tensile stressing or large plastic stra
ining for various strain hardening materials to study the mechanism of void
growth in ductile materials. Triaxial tension and large plastic strain enc
ircling around the void are found to be of most importance for driving void
growth. The straining mode of incremental loading which favors the necessa
ry strain concentration around void for its growth can be characterized by
the vanishing condition of a parameter called "the third invariant of gener
alized strain rate". Under this condition, it accentuates the internal stra
in concentration and the strain energy stored/dissipated within the materia
l layer surrounding the void. Experimental results are cited to justify the
effect of this loading parameter. (C) 2000 Elsevier Science Ltd. All right
s reserved.