ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS

The aesthetic and architectural shapes of the beam-column elements may enhance the elements strength depending on the maximum and minimum bending moments effect. Therefore, the stability value of the non-linear taper member in concave configuration may be more efficient than linear taper or prismat...

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Main Authors: Omar Al-Farouk Al-Damluji, Wisam Victor Yossif
Format: Article
Language:English
Published: University of Baghdad 2005-03-01
Series:Journal of Engineering
Online Access:https://www.joe.uobaghdad.edu.iq/index.php/main/article/view/3285
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author Omar Al-Farouk Al-Damluji
Wisam Victor Yossif
author_facet Omar Al-Farouk Al-Damluji
Wisam Victor Yossif
author_sort Omar Al-Farouk Al-Damluji
collection DOAJ
description The aesthetic and architectural shapes of the beam-column elements may enhance the elements strength depending on the maximum and minimum bending moments effect. Therefore, the stability value of the non-linear taper member in concave configuration may be more efficient than linear taper or prismatic members. The modified stability functions will be obtained from the solution of the basic differential equation, where this basic differential equation depends on the non-linearity factor of the beam-column shape and the shape factor of the cross-sectional area. These two factors, multiplied by others, produce the modified shape factor, which affects the results of the basic differential equation solutions.
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spelling doaj.art-098d82110e784a2dbf9e967c0e0d1bff2024-03-10T09:52:44ZengUniversity of BaghdadJournal of Engineering1726-40732520-33392005-03-01110110.31026/j.eng.2005.01.14ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTSOmar Al-Farouk Al-DamlujiWisam Victor Yossif The aesthetic and architectural shapes of the beam-column elements may enhance the elements strength depending on the maximum and minimum bending moments effect. Therefore, the stability value of the non-linear taper member in concave configuration may be more efficient than linear taper or prismatic members. The modified stability functions will be obtained from the solution of the basic differential equation, where this basic differential equation depends on the non-linearity factor of the beam-column shape and the shape factor of the cross-sectional area. These two factors, multiplied by others, produce the modified shape factor, which affects the results of the basic differential equation solutions. https://www.joe.uobaghdad.edu.iq/index.php/main/article/view/3285
spellingShingle Omar Al-Farouk Al-Damluji
Wisam Victor Yossif
ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS
Journal of Engineering
title ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS
title_full ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS
title_fullStr ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS
title_full_unstemmed ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS
title_short ELASTIC STABILITY OF FRAMES HAVING CONCAVE TAPERED STRUTS
title_sort elastic stability of frames having concave tapered struts
url https://www.joe.uobaghdad.edu.iq/index.php/main/article/view/3285
work_keys_str_mv AT omaralfaroukaldamluji elasticstabilityofframeshavingconcavetaperedstruts
AT wisamvictoryossif elasticstabilityofframeshavingconcavetaperedstruts