Paper Title:
Radially Symmetric Deformation of Spherical Shell Composed of Composite Compressible Hyperelastic Materials
  Abstract

In this paper, we investigate the radial compression and inflation of a spherical shell composed of two compressible hyperelastic materials. We first establish the mathematical model of this problem as a second order nonlinear differential equation with two boundary conditions, and then transform it into a system of first order nonlinear differential equations. By using dimensionless transformation, we obtain the parametrical analytic solution. Finally, the results of the numerical simulation are given. We analyze the influence of the material parameters and the structure parameters on radial deformation of the spherical shell. These results well fit the practical phenomena.

  Info
Periodical
Advanced Materials Research (Volumes 181-182)
Edited by
Qi Luo and Yuanzhi Wang
Pages
540-544
DOI
10.4028/www.scientific.net/AMR.181-182.540
Citation
D. T. Niu, X. G. Yuan, H. M. Deng, "Radially Symmetric Deformation of Spherical Shell Composed of Composite Compressible Hyperelastic Materials", Advanced Materials Research, Vols. 181-182, pp. 540-544, 2011
Online since
January 2011
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