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Robertson, S.R. (1971) Solving the problem of forced motion of viscoelastic plates by Valanis’ method with an application to a circular plate. Journal of Sound and Vi-bration, l4, 263-278.

has been cited by the following article:

• TITLE: An Improved Model for Bending of Thin Viscoelastic Plate on Elastic Foundation

  AUTHORS: Zhi-Da Li, Ting-Qing Yang, Wen-Bo Luo

  KEYWORDS: Thin Viscoelastic Plate; Deformable Foundation; Flexural Rigidity; Winkler Foundation

  JOURNAL NAME: Natural Science, Vol.1 No.2, September 28, 2009

  ABSTRACT: An improved model for bending of thin viscoe-lastic plate resting on Winkler foundation is presented. The thin plate is linear viscoelastic and subjected to normal distributed loading, the effect of normal stress along the plate thickness on the deflection and internal forces is taken into account. The basic equations for internal forces and stress distribution are derived based on the general viscoelastic theory under small deformation condition. The reduced equations for elastic case are given as well. It is shown that the proposed model reveals a larger flex-ural rigidity compared to that in classic models, in which the normal stress along the plate thickness is neglected.