Flexural behaviour of a curved orthotropic beam on an elastic foundation
Flexural behaviour of a curved orthotropic beam on an elastic foundation
This paper is concerned with the mechanical behaviour of a curved orthotropic beam on an elastic foundation under flexural loading. The differential equation in this case is derived from force-moment equilibrium consideratios and classical laminated orthotropic plate theory. General solutions for various loading conditions are derived using a stress function approach. Finally, the effects of various parameters such as the anisotropy ratio, foundation modulus and radius of the beam on stresses are presented from a design perspective.
curved, beam, orthotropic, material, composites, tee, joints, sandwich, elastic, foundation
1-15
Shenoi, R.A.
a37b4e0a-06f1-425f-966d-71e6fa299960
Wang, W.
55ec185d-4220-4213-99ee-0819d50233f6
2001
Shenoi, R.A.
a37b4e0a-06f1-425f-966d-71e6fa299960
Wang, W.
55ec185d-4220-4213-99ee-0819d50233f6
Shenoi, R.A. and Wang, W.
(2001)
Flexural behaviour of a curved orthotropic beam on an elastic foundation.
The Journal of Strain Analysis for Engineering Design, 36 (1), .
Abstract
This paper is concerned with the mechanical behaviour of a curved orthotropic beam on an elastic foundation under flexural loading. The differential equation in this case is derived from force-moment equilibrium consideratios and classical laminated orthotropic plate theory. General solutions for various loading conditions are derived using a stress function approach. Finally, the effects of various parameters such as the anisotropy ratio, foundation modulus and radius of the beam on stresses are presented from a design perspective.
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Published date: 2001
Keywords:
curved, beam, orthotropic, material, composites, tee, joints, sandwich, elastic, foundation
Identifiers
Local EPrints ID: 21822
URI: http://eprints.soton.ac.uk/id/eprint/21822
ISSN: 0309-3247
PURE UUID: 37b15cf4-2a86-4c78-8fa7-fd1b13be7efa
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Date deposited: 16 Mar 2006
Last modified: 08 Jan 2022 15:48
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Author:
W. Wang
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