A mathematical model allowing the computation of components of the bending stress of ice in the case of the uniform motion of an axisymmetric area of constant pressure over it is developed. Basing on it, a quantitative analysis of the dependence of the stress in the ice cover near the load propagation line in front of the load's epicenter, in its near vicinity, and in the wave track on conditions of the generation of bending disturbances is carried out. The results of the computation of the bending stress of ice in the framework of the model are compared with the results of an asymptotic estimate and a recount of the bending strains to the stress according to the known formulas.

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