Abstract
A fiber-reinforced elastic composite with a viscous interface is considered. The time-dependent fiber pull-out behavior is analyzed for various boundary conditions at the loaded end and the embedded end of the fiber. Specifically, loading conditions of constant stress and constant displacement rate are considered. With these loading conditions, fiber pull-out is analyzed for several conditions at the embedded end of the fiber; the embedded end is free, fixed or spring like. The time dependence of the distributions of the stress and the displacement rate in the fiber are analyzed. The parameters, which control the time-dependent behavior and the steady state condition, are addressed.
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