On the propagation of intrinsic viscoelastic waves in a cylindrical shell

Abstract

The article illustrates that viscoelastic wave in an extended cylindrical shell of circular cross-section. To solve boundary value problems used classical methods of mathematical physics. The unwavering quality of the comes about of the work is guaranteed by the rightness of the detailing of issues, the utilize of the classical device of scientific material science and other demonstrated strategies for tackling issues of wave engendering, the consistent legitimacy of the conclusions and the great assentation of the comes about with the uncommon cases known from the references.

Natural waves in a spatial viscoelastic cylinder with a radial crack

“…The complexity of solving these problems is associated with various reasons, for example, different rheological properties of media (anisotropy, viscosity, creep, plasticity, heterogeneity, etc. ), which requires the use of a variety of models [1,2]. Despite the large number of mathematical models of a mechanical system, mathematical methods for solving problems have been developed mainly for such systems as acoustic, elastic movements [3][4][5].…”