Dynamic interaction of flat isotropic elements with the deformable environment taking into account the temperature. Analysis of the approximate equation of vertical oscillations of the plate under the layer.

Authors

  • KT Alenov Республика Казахстан

References

1. Philippov I.G. Mathematical theory of oscillations of elastic and viscoelastic plates and rods / I.G. Phillipov, V.G. Cheban. – Kishinyev: Shtiints, 1988. – 190p.

2. Philippov I.G., Sh. Khalikulov. On the theory of oscillations of an isotropic viscoelastic plate by reference to temperature. -M.: Dep. in VNIIKS . 1986.-194p.

4. Pshenichnov G.I. Solution of some problems of structural mechanics by decomposition. // Stroyt. Mechanics and calculation of structures. 1986. № 4. 17c

6. Pshenichnov G.I. Decomposition method for solving equations and boundary value problems // Moscow: DAN SSSR. 1985. T.282. №4. - p. 792-794.

Published

2020-04-13

How to Cite

Alenov, K. (2020). Dynamic interaction of flat isotropic elements with the deformable environment taking into account the temperature. Analysis of the approximate equation of vertical oscillations of the plate under the layer. Pridneprovskiy Scientific Bulletin, 15(671). Retrieved from http://www.rusnauka.com/index.php/rusnauka/article/view/1157