Studying Propagtion of Nonstationgry Dynamical Waves in Inhomogeneous Layered Media

EasyChair Preprint 15849

Abstract

Analytical methodology for solving boundary value problems for two-layered inhomogeneous viscoelatic semi-spaces is developed and exposure of external in influences   on medium stability on the constructed mathematical models, is studied. The form of nonstationary surface phenomena corresponding to force boundary conditions is determined. It is obtained that the rate of attenuation of wave that are not attenuated   in an elastic layered medium, turns out to be less than the rate of attenuation of waves in areas of non-transmission depending on viscoelastic properties of materials.

Keyphrases: Lamination, Laplace operator, Viscoelastic, image, inhomogeneity, iterated kernels, original

@booklet{EasyChair:15849,
  author    = {Nabi Kurbanov and Vusala Babajanova and Kamala Agamaliyeva},
  title     = {Studying Propagtion of Nonstationgry Dynamical Waves in Inhomogeneous Layered Media},
  howpublished = {EasyChair Preprint 15849},
  year      = {EasyChair, 2025}}