Paper Title:
Analysis of Folded Plates Using a General Finite Strip
  Abstract

In this paper, a general finite strip is developed for the static and vibration analyses of folded plate structures. The geometric constraints of the folded plates, such as the conditions at the end and intermediate supports, are modelled by very stiff translational and rotational springs as appropriate. The complete Fourier series including the constant term are chosen as the longitudinal approximating functions for each of the displacements. As these displacement functions are more general in nature and independent of one another, they are capable of giving more accurate solutions. The potential problem of ill-conditioned matrices is investigated and the appropriate choice of the very stiff springs is also suggested. The formulation is done in such a way to obtain a unified approach, taking full advantage of the power of modern computers. A few numerical examples are presented for comparison with numerical results from published solutions or solutions obtained from the finite element method. The results show that this kind of strips is versatile, efficient and accurate for the static and vibration analyses of folded plates.

  Info
Periodical
Chapter
Chapter 5: Computational Mechanics
Edited by
Xuejun Zhou
Pages
1668-1674
DOI
10.4028/www.scientific.net/AMM.94-96.1668
Citation
R. J. Jiang, Q. M. Wu, X. W. Yi, "Analysis of Folded Plates Using a General Finite Strip", Applied Mechanics and Materials, Vols. 94-96, pp. 1668-1674, 2011
Online since
September 2011
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Price
$32.00
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