Detection on matrix induced composite failures

As most composite failures are caused by matrix failures, the detection on the latter is of fundamentally importance. This can be achieved only when the homogenized stresses of the matrix obtained from a micromechanics theory are converted into true values. Based on the true stress concept established by the author, the matrix induced composite failures are predicted in this paper. There are essentially two kinds of matrix failures, i. e., tensile or compressive failures, depending on whether the normal stress of the matrix on its failure surface is positive or negative. It has been found that the two kinds of failures correspond to different failure mechanisms. A matrix tensile failure takes place as though the matrix were without any fiber reinforcement, and a quadratic failure criterion developed from Mohr's law suffices to detect such a failure. On the other hand, a compressive failure surface of the matrix can only occur in parallel to the fiber direction, and a matrix compressive failure is controlled by its shear strength. A slippage failure criterion based on the maximum equivalent true shear stress is developed to assess a matrix compression induced composite failure. The input required has been reduced to minimum. Good correlation between predicted and measured failure envelopes of a number of composite systems confirms the efficiency of the proposed failure criteria.

Automated summary

This paper predicts composite failures induced by matrix based on the true stress concept established by the author. Matrix tensile and compressive failures correspond to different mechanisms, and can be detected by quadratic failure criterion and slippage failure criterion respectively. The proposed failure criteria show good efficiency in correlating predicted and measured failure envelopes of various composite systems.