Abstract
This paper attempts, both experimentally and theoretically, to account quantitatively for the propagation of cracks in WC-Co alloys. Evidence is presented which shows that cracks propagate through the ductile Co phase. It is further shown that the square of the quasi static stress intensity factor (KIC) of a slowly propagating crack is linearly related to the Co mean free path. On the assumption that crack tip plasticity cannot extend beyond a single interlayer of Co it is found that the yield stress must be close to twice the theoretical shear stress of Co. Thus, for a particulate composition which consists of grains sufficiently resistant to cleavage and plastic yield, and is bonded by a matrix which is ductile and not susceptible to cleavage,KICcan be calculated. It therefore appears possible, for the first time, to predict accurately from first principles, the fracture toughness of a real elastic-plastic body.
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