In this paper, a numerical analysis by the finite-element method was carrie
d out to simulate the fiber-fragmentation process in a single-fiber composi
te (SFC) specimen. The objective is to understand the fiber-fracture proces
s and the way in which this process is affected by the fiber/matrix interfa
ce properties. In the analysis, the fiber strength is described by a Weibul
l distribution, the aluminum matrix is assumed to be elastic/plastic with a
linear hardening law, and the fiber/matrix interface is modeled by an elas
tic/perfectly-plastic spring layer. In addition to the stress and strain di
stributions in the SFC, the evolution of fiber fractures and the stress/str
ain curves under monotonic loading were obtained through a sequence of fini
te-element computations with decreasing size of unit cell. The results indi
cate that the saturation length of the fiber fragments is very sensitive to
the fiber/matrix interfacial strength. Therefore, it might be used as an i
ndicator to measure the in situ fiber/matrix interfacial bond strength. (C)
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