Compressed open-cell solid foams frequently exhibit spatially inhomogeneous distributions of local stretch. The theoretical aspects of this deformation habit have not been clearly elucidated. Here we briefly discuss the energetics of the problem to show that the stretch inhomogeneity stems from the nonconvexity of the underlying potential. We also perform displacement field measurements using the Digital Image Correlation technique, and discuss the results in light of the theory. [S0094-4289(00)01904-6]
Issue Section:
Technical Papers
1.
Artavia, L. D., and Macosko, C. W., 1994, “Polyurethane flexible foam formation,” Low Density Cellular Plastics: Physical Basis of Behavior, Hilyard, N. C., and Cunningham, A., eds., Chapter 2, pp. 22–55, Chapman & Hall, United Kingdom.
2.
Gibson, L. J., and Ashby, M. F., 1997, Cellular Solids, 2nd ed., Cambridge University, United Kingdom.
3.
Fatı´ma Vaz
, M.
, and Fortes
, M. A.
, 1993
, “Characterization of deformation bands in the compression of cellular materials
,” J. Mater. Sci. Lett.
, 12
, pp. 1408
–1410
.4.
Wang
, Y.
, and Cuitin˜o
, A. M.
, 2000
, “Three dimensional modeling of open cell foams with large deformations
,” J. Mech. Phys. Solids
, 48
, p. 961
961
.5.
Ericksen, J. L., 1998, Introduction to the Thermodynamics of Solids, 2nd ed., Chapter 3, Springer-Verlag, New York.
6.
Peters
, W. H.
, and Ranson
, W. F.
, 1982
, “Digital imaging techniques in experimental stress analysis
,” Opt. Eng.
, 21
, pp. 427
–431
.7.
Chu
, T. C.
, Ranson
, W. F.
, Sutton
, M. A.
, and Peters
, W. H.
, 1985
, “Applications of digital-image-correlation techniques to experimental mechanics
,” Exp. Mech.
, 25
, pp. 232
–244
.8.
Sutton
, M. A.
, Cheng
, M. Q.
, Peters
, W. H.
, Chao
, Y. J.
, and McNeill
, S. R.
, 1986
, “Application of an optimized digital correlation method to planar deformation analysis
,” Image Vis. Comput.
, 4
, pp. 143
–151
.9.
Bruck
, H. A.
, McNeill
, S. R.
, Sutton
, M. A.
, and Peters
, W. H.
, 1989
, “Digital image correlation using Newton-Raphson method of partial differential correction
,” Exp. Mech.
, 29
, pp. 261
–267
.10.
Vendroux
, G.
, and Knauss
, W. G.
, 1998
, “Submicron deformation field measurements: Part 2. Improved digital image correlation
,” Exp. Mech.
, 38
, pp. 86
–92
.11.
Kahn-Jetter
, Z. L.
, and Chu
, T. C.
, 1990
, “Three-dimensional displacement measurements using digital image correlation and photogrammic analysis
,” Exp. Mech.
, 30
, pp. 10
–16
.12.
Mizuno
, Y.
, Kawasaki
, A.
, and Watanabe
, R.
, 1995
, “In situ measurement of sintering shrinkage in powder compacts by digital image correlation method
,” Powder Metall.
, 38
, pp. 191
–195
.13.
Tong
, W.
, 1997
, “Detection of plastic deformation patterns in a binary aluminum alloy
,” Exp. Mech.
, 37
, pp. 452
–459
.14.
Cardenas-Garcı´a
, J. F.
, Yao
, H.
, Zheng
, S.
, and Zartman
, R. E.
, 1998
, “Digital image correlation procedure to characterize soil surface layer cracking
,” Agron. J.
, 90
, pp. 438
–441
.15.
Zhang
, D.
, Zhang
, X.
, and Cheng
, G.
, 1999
, “Compression strain measurement by digital speckle correlation
,” Exp. Mech.
, 39
, pp. 62
–65
.Copyright © 2000
by ASME
You do not currently have access to this content.