摘要

This paper discusses the potential of a variant of the Hartman-Schijve equation to represent both Modes I and II constant amplitude delamination growth in composites. To this end we show that the delamination growth rate da/dN can often be related to (Delta root G - Delta root G(th))alpha, where alpha is approximately 2. As such the exponent in this relationship is considerably lower than the exponent in %26quot;Paris like%26quot; power law representations. We also show that this particular representation of delamination growth in composites is similar to that seen for crack growth in metals.

  • 出版日期2012-3