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rate k is not zero. The experimental verifications are approximate" the critical values cannot be defined with the same accuracy as the measured shear stresses and strains this is scarcely questionable as regards the (not allowed) variation of the measured x[ with the crystal orientation in single slip situations1. Hence, even though the Schmid law has proved to be an extremely useful tool, it should not be considered as intangible. Since it may lead to undeterminacies, e.g. to ambiguous stress states and lattice spins when the plastic strain rate is known2"4, modifications of the Schmid law have in fact already been proposed, following the way introduced by Hutchinson5. In 5, the strain rate sensitivity of the creep behaviour was taken into account by assuming a power-law relationship

A Regular Form of the Schmid Law. Application to the Ambiguity Problem