About the formation of a defect with fractional dimension in the linear elastic medium

The mathematical model of dynamic defect formation by means of fractal structures on methlevel is offered. The model contains the equations of elasticity and the rules of defect derivation. It is established that the fractional dimension of the constructed defect has the property of stabilization about value 1.7. It is coordinated to outcomes of similar models research that was made earlier. Also, it is detected that the macrolaws do not "see" a methlevel defect.