Non-stationary Dynamic Problem for Layered Viscoelastic Cylinder

Author:

Korovaytseva Ekaterina A.,Pshenichnov Sergey G.

Publisher

Springer International Publishing

Reference13 articles.

1. Bazhenov, V.G., Belov, A.A., Igumnov, L.A.: Boundary-element modeling of piecewise homogeneous media and structures dynamics. N. Novgorod, 180 p. (2009)

2. Bazhenov, V.G., Igumnov, L.A.: Methods of boundary integral equations and boundary elements in solution of three-dimensional dynamic elasticity theory with conjugated fields problems. M.: Physmathlit, 252 p. (2008)

3. Belov, A.A.: Boundary-element analysis of composite viscoelastic bodies dynamics. Problemy Prochnosti I Plastichnosti: Mezhvuzovskij Sbornik. N. Novgorod: NNSU. issue 70, 164–170 (2008)

4. Hosseini, H.S., Bakhshi, K.H.: Dynamic behavior of multi-layered viscoelastic nanobeam system embedded in a viscoelastic medium with a moving nanoparticle. J. Mech. 33(5), 559–575 (2017)

5. Lee, H.S.: Viscowave—a new solution for viscoelastic wave propagation of layered structures subjected to an impact load. Int. J. Pavement Eng. 15(6), 542–557 (2014)

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1. Dynamic Problems for Piecewise Homogeneous Viscoelastic Bodies;Advanced Structured Materials;2023

2. Dynamic Problem for a Viscoelastic Hollow Cylinder with Coaxial Elastic Inclusion;Proceedings of the Bulgarian Academy of Sciences;2022-08-31

3. Numerical investigation of waves propagation in a viscoelastic material;“TOPICAL ISSUES OF THERMOPHYSICS, ENERGETICS AND HYDROGASDYNAMICS IN THE ARCTIC CONDITIONS”: Dedicated to the 85th Birthday Anniversary of Professor E. A. Bondarev;2022

4. Analytical investigation of wave propagation in a deformable viscoelastic media provoked by a transient load;EIGHTH INTERNATIONAL CONFERENCE NEW TRENDS IN THE APPLICATIONS OF DIFFERENTIAL EQUATIONS IN SCIENCES (NTADES2021);2022

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