The fiber-matrix interface can play an important role in the performance of
a composite, and consequently, it has been the subject of considerable stu
dy. One of the experiments often used to characterize the strength or quali
ty of the interface is the single-fiber fragmentation test. The models used
to analyze the data from this test involve a number of assumptions, one of
which is the constitutive behavior of the matrix resin. To evaluate this a
ssumption, a fragmentation apparatus was modified to include a load cell so
both stress and strain could be measured during the experiment. Surprising
ly, the results show that not only is the behavior viscoelastic, but virtua
lly all of the fragmentation takes place in a range where the response is n
on-linear. To characterize this behavior, single-step, stress-relaxation ex
periments were conducted on a resin system often used in such tests. The re
sults indicate that a simple power law model with strain-dependent paramete
rs could describe the behavior over a very wide range of conditions. By usi
ng this characterization and the strain history, a crude fit to the actual
loading curve in a fragmentation test could be obtained. In order to achiev
e quantitative agreement, however, a modified power law model was required.
Such a relationship was shown to describe the loading curve for two quite
different loading procedures.