The development of interfacial debonding and the associated stress fields i
n the single-fiber pushout specimen are extremely complex. Interfacial zone
s continually evolve during loading and the stress fields are affected by t
he adhesive and frictional properties of the interface. In this work we des
cribe solutions to several boundary value problems useful for interpreting
the experimental data obtained from a fiber pushout test. The analyses are
conducted using two numerical methods, namely axisymmetric damage model and
finite element method. Both techniques are capable of modeling zones of ad
hesion, friction, and open-cracks at the fiber-matrix interface. Numerical
results are generated for a polyester fiber and epoxy matrix specimen for w
hich prior experimental pushout results are available. The paper illustrate
s the complexity of micromechanical stress fields at the fiber-matrix inter
face and proposes some guidelines in terms of key boundary value problems,
which are required to deduce interface properties from fiber pushout experi
ments. (C) 2001 Published by Elsevier Science Ltd.