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Abdukarimov, R.A. (2010) Mathematical Model of Nonlinear Oscillation of a Viscoelastic Plate of Variable Rigidity under Different Boundary Conditions. Problems of Architecture and Construction, No. 1, 44-47.

has been cited by the following article:

• TITLE: To the Solution of Three-Dimensional Problems of Oscillations in the Theory of Elasticity in Thick Plates of Variable Thickness

  AUTHORS: Мakhamatali К. Usarov

  KEYWORDS: Plate, Orthotropy, Infinite Series, Equation of Motion, Boundary Conditions, Bending and Oscillations

  JOURNAL NAME: Journal of Applied Mathematics and Physics, Vol.5 No.10, October 30, 2017

  ABSTRACT: A technique for solving the three-dimensional problem of bending in the theory of elasticity in orthotropic plates of variable thickness is developed in the paper. On the basis of the method of expansion of displacements into an infinite series, the problem has been reduced to the solutions of two independent problems, which are described by two independent systems of two-dimensional infinite equations.