Wt. Chow et Sn. Atluri, FRACTURE AND FATIGUE ANALYSIS OF CURVED OR KINKED CRACKS NEAR FASTENER HOLES, Finite elements in analysis and design, 23(2-4), 1996, pp. 91-100
The finite element alternating method is an attractive and efficient m
ethod for calculating the stress intensity factor of cracks emanating
from fastener holes such as the problem of multiple site damage (MSD)
at the fuselage skin of aging aircraft. While the alternating method h
as been used to solve various engineering problems in assessing the st
ructural integrity of aging aircraft, this method does have some limit
ations on the modeling of MSD cracks. This alternating method can only
model cracks with mode-I fracture behavior and requires the cracks to
be straight and propagate in a self-similar fashion. As a result, the
re is some concern if the alternating method can be applied for the ca
se when some of the cracks enamating from the fastener holes are sligh
tly kinked. In the present research, cracks from fastener holes with t
he initial kink angles of + 30 degrees and - 30 degrees are studied. I
t is found that the fracture and fatigue life for slightly kinked crac
ks near the fastener holes can be very well approximated using the str
ess intensity factor for pure mode-I behavior obtained by replacing th
e slightly kinked cracks with simple straight cracks. Henceforth, the
alternating method can be used to model slightly kinked cracks with st
raight cracks, thereby simplifying various fracture and fatigue analys
es.