Stress relaxation of constructions elements

A relaxation of stress in the elements of constructions is considered and an approach is proposed for solution of corresponding problems. It is notable that this approach is based on a modification Boltzmann's principle superposition of fraction creep deformations. This modification reduces the noted problems to solution of linear relative to socalled structural stress integral equations. Next a desired stress is defined by solution of algebraic equations. It should be underline that a material (concrete, steel, graph) of elements a considered as a union of its fractions with statistical disturbed strengths. This ascending to Weibull conception [1] permits to modify Boltzmann's principle superposition [2]. As a result this principle is applicable when a dependence on deformations from the stresses is nonlinear [3-7].