Scaling of structural parameters and mechanical properties of metals and alloys

The paper gives the statistical distribution curves, which are normalized to the most probable value, for parameters of the relaxational structure formed during or after deformation of metallic materials as well as for mechanical properties of some heat-resistant steels. It is shown that, in all studied cases, the dependences can be represented by one and the same statistical distribution curve, which is justified theoretically. The obtained results give grounds to speak about the scaling of relaxational parameters of strain-induced structures, which define the mechanical properties of materials in a wide temperature interval.