Analytical Solutions of the FG Thick Plates with In-Plane Stiffness Variation and Porous Substances Using Higher Order Shear Deformation Theory

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  • M karimi darani*1,
  • A Ghasemi1,
  1. Department of Engineering, Colleg of Engineering, Fereydan Brabch , Islamic Azad University, Isfahan, Iran

Revised: 2018-02-19

Accepted: 2018-04-10

Published in Issue 2018-06-30

How to Cite

karimi darani, M., & Ghasemi, A. (2018). Analytical Solutions of the FG Thick Plates with In-Plane Stiffness Variation and Porous Substances Using Higher Order Shear Deformation Theory. Journal of Solid Mechanics, 10(2), 315-325. https://oiccpress.com/jsm/article/view/12055

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Abstract

This paper presents the governing equations on the rectangular plate with the variation of material stiffness through their thick using higher order shear deformation theory (HSDT). The governing equations are obtained by using Hamilton's principle with regard to variation of Young's modulus in through their thick with regard sinusoidal variation of the displacement field across the thickness. In addition, the effects of the substances in FG-porous plate are investigated.
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