Abstract
The fracture behaviour of centre-notched (0/± 45/0)S and (0/90)2S laminates with increasing notch length has been studied. Two test series have been investigated: specimens of constant width (W=20 mm) and small notch length (2a ⩽ 12 mm), and specimens with various notch lengths (5 ⩽ 2a ⩽ 35 mm) and a constant relative notch length (2a/W=0.5). An X-ray technique showed that the damage at the notch tip, which is formed at increasing load, consists mainly of subcracks parallel to the fibres of the constituent layers. The damage zone causes the crack opening displacement (COD) to deviate from the original linearity. TheK R curve concept has been applied assuming that the COD deviation from linearity is completely the result of original crack extension. This approach fails to describe the notch length effect, because a tangent point between theK R andK curves was not found and because of a strong dependency of the maximum fracture resistanceK Rmax on notch length. The fracture behaviour of 20 mm wide specimens could be explained with the point and average stress criteria, based on characteristic lengths which are independent of notch length. At various notch lengths at a constant 2a/W=0.5, however, the characteristic lengths increased with increasing notch length.
Similar content being viewed by others
References
M. E. Waddoups, J. R. Eisenmann andB. E. Kaminski,J. Comp. Mater. 5 (1971) 440.
J. C. Halpin, K. L. Jerina andT. A. Johnson, “Analysis of the Test Methods for High Modulus Fibres and Composites”, ASTM STP 521, (ASTM, Philadelphia, 1973) p. 5.
N. R. Adsit andJ. P. Waszaczak, “Fracture Mechanics of Composites” ASTM STP 593 (ASTM, Philadelphia, 1975) p. 163.
J. M. Whitney andR. J. Nuismer,J. Comp. Mater. 8 (1974) 253.
R. J. Nuismer andJ. M. Whitney, “Fracture Mechanics of Composites”, ASTM STP 593 (ASTM, Philadelphia 1975) p. 117.
S. Gagger andL. J. Broutman,J. Comp. Mater. 9 (1975) 216.
D. H. Morris andH. T. Hahn, “Composite Materials”, ASTM STP 617 (ASTM, Philadelphia, 1977) p. 5.
R. B. Pipes, R. C. Wetherhold andJ. W. Gillespie Jr,J. Comp. Mater. 13 (1979) 148.
S. W. Tasi andH. T. Hahn, “Inelastic Behaviour of Composite Materials”, AMD Vol. 13 (ASME, New York, 1975) p. 73.
R. Prabhakaran,Mater. Sci. Eng. 41 (1979) 121.
R. Y. Kim,Exp. Mech. (1979) 50.
J. F. Mandell, S. S. Wang andM. J. McGarry, Air Force Materials Laboratory Technical Report AFML-TR-73-142 (1973).
F. H. Chang, J. C. Couchman, J. R. Eisenmann andB. G. W. Yee, “Composite Reliability”, ASTM STP 580 (ASTM, Philadelphia, 1975) p. 176.
M. D. Snyder andT. A. Cruse, Air Force Materials Laboratory Technical Report AFML-TR-73-209 (1973).
T. A. Cruse andJ. R. Osias, Air Force Laboratory Technical Report AFML-TR-74-111 (1974).
C. E. Fedderson, “Discussion”, ASTM STP 410 (ASTM, Philadelphia, 1967) pp. 77–79.
J. F. Mandell, S. S. Wang andF. J. McGarry, Air Force Materials Laboratory Technical Report, AMFL-TR-74-167, (1974).
P. W. M. Peters, in “Advances in Composite Materials” Proceedings of the Third International Conference on Composite Materials, Paris, August 1980, edited by A. R. Bunsellet al. (Pergamon Press, Oxford and New York, 1980) p. 1153.
J. F. Mandell, S. S. Wang andF. J. McGarry,J. Comp. Mater. 9 (1975) 266.
Author information
Authors and Affiliations
Rights and permissions
About this article
Cite this article
Ochiai, S., Peters, P.W.M. Tensile fracture of centre-notched angle ply (0/±45/0)S and (0/90)2S graphite — epoxy composites. J Mater Sci 17, 417–428 (1982). https://doi.org/10.1007/BF00591477
Received:
Accepted:
Issue Date:
DOI: https://doi.org/10.1007/BF00591477