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Modifications to beam theory for bending and twisting of open-section composite beams — experimental verification
The experimental verification of a modified beam theory for open-section, thin-walled, anisotropic composite beams is described. Symmetric and anti-symmetric glass/polyester I-beams were fabricated by hand-layup and vacuum bag techniques. These beams were supported as cantilevers and tested under tr...
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Published in: | Composite structures 1992, Vol.22 (3), p.169-177 |
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container_title | Composite structures |
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creator | Smith, S.J. Bank, L.C. |
description | The experimental verification of a modified beam theory for open-section, thin-walled, anisotropic composite beams is described. Symmetric and anti-symmetric glass/polyester I-beams were fabricated by hand-layup and vacuum bag techniques. These beams were supported as cantilevers and tested under trip loads (transverse loading) and end moments (pure bending). Anisotropically induced twist and out-of-plane lateral deflection as well as in-plane transverse deflection (bending deflection) were measured. Comparisons with finite-element analysis using a commercial code are also presented. Good correlation was found between the experimental, finite-element analysis, and the theory for the twist and bending deflection of the beams. Out-of-plane deflections were found to be too small to be measured accurately. |
doi_str_mv | 10.1016/0263-8223(92)90004-V |
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Symmetric and anti-symmetric glass/polyester I-beams were fabricated by hand-layup and vacuum bag techniques. These beams were supported as cantilevers and tested under trip loads (transverse loading) and end moments (pure bending). Anisotropically induced twist and out-of-plane lateral deflection as well as in-plane transverse deflection (bending deflection) were measured. Comparisons with finite-element analysis using a commercial code are also presented. Good correlation was found between the experimental, finite-element analysis, and the theory for the twist and bending deflection of the beams. 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subjects | Exact sciences and technology Fundamental areas of phenomenology (including applications) Physics Solid mechanics Static elasticity (thermoelasticity...) Structural and continuum mechanics |
title | Modifications to beam theory for bending and twisting of open-section composite beams — experimental verification |
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