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Process zone at the tip of a propagating crack engendered by thestress-induced local phase transition of the second order is studiedtheoretically. We show that the zone can only exist within a certain domain ofthe phase diagram at one side of the phase transition line depending upon thesign of the striction constant. We obtain the boundary of this domain andestablish its dependence upon the crack velocity. We show the existence of acritical crack velocity above which the zone cannot exist. We report theovercritical solution for the order parameter describing the incipient processzone, while far from the bifurcation point we solve the problem numerically.

Transformational process zone emerging at the tip of a propagating crack