Abstract
Dynamics of viscoelastic and poroviscoelastic solids is investigated. Poroviscoelastic solutions are evaluated from poroelastic with the help of the correspondence principle. Classical viscoelastic models, such as Maxwell model, Kelvin - Voigt model and standard linear solid model are used to describe viscoelastic properties. Boundary element method and integral Laplace transform are used. Numerical inversion of Laplace transform is based on Durbin's method. Results of numerical experiments are given. Keywords: poroelasticity, classical viscoelastic models, poroviscoelasticity, boundary element method, Laplace transformation, boundary integral equations.
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