The creep response of cellular solids is sensitive to the details of the mi
crostructure. Here. finite element simulations were used to model the stead
y state, secondary creep rate of several two-dimensional cellular solids: a
Voronoi honeycomb, representing a structure with a random variation in cel
l shape; a plane section of a micrograph of a commercially available closed
-cell aluminum foam; and the same plane section of the foam, but with the c
urvature of the cell walls suppressed. The solid was assumed to follow powe
r-law creep. Both periodic boundary conditions and boundary conditions corr
esponding to a finite size sample were analyzed. The results of the models
are compared with the analytical results for a regular hexagonal honeycomb
of the same relative density. The creep rates of all of the other structure
s are higher than that of the regular hexagonal honeycomb. The results indi
cate that the details of the microstructure can have a significant effect o
n the creep rate, and thus the lifetime, of the cellular solid. Cell wall c
urvature plays the most significant role, but the distribution of cell shap
e and size also influences the creep rate. (C) 2001 Elsevier Science B.V. A
ll rights reserved.