THE ELASTIC BUCKLING BEHAVIOR OF (5056-H18)ALALLOY COLUMNS UNDER VARIABLE LOAD

A. Khenyab, Hussein F Ajaj, Rawa A. Helal
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引用次数: 1

Abstract

The research deals the evaluation of buckling behavior for 5056-H18 Al alloy columnsunder variable loads and studies the effect of initial deflection on the critical buckling load.Seven samples were used for the purpose of testing the buckling of the column. The criticaldeflection of the column can be determined by measuring a length multiplied by 0.01 andthis is the critical load of the columns. For the purpose of measuring the critical deviation ofthe column, a digital dial gauge has been applied and it set at 0.7 distance from the length ofthe column from the fixed condition. The experimental results were compared with thePerry - Robertson formula, Euler's theory for long columns and with the values calculatedfrom the ANSYS 17 program. It has been observed that the Euler formula showed goodcompatibility with the practical results with safety factor 1.5. The ANSYS results showedwell agreement taking a 1.5 factor of safety. While the Perry-Robertson formula needs a 1.4safety factor to be safe results compared with experimental results.
(5056-H18)铝合金柱在变荷载作用下的弹性屈曲行为
研究了5056-H18铝合金圆柱在变载荷作用下的屈曲性能,并研究了初始挠度对临界屈曲载荷的影响。为了测试柱的屈曲,使用了七个样品。柱的临界挠度可以通过测量长度乘以0.01来确定,这是柱的临界荷载。为了测量柱的临界偏差,使用了数字百分表,并将其设置在距离固定条件下的柱长度0.7的位置。将试验结果与Berry-Robertson公式、欧拉长柱理论以及ANSYS 17程序计算值进行了比较。研究表明,欧拉公式与安全系数为1.5的实际结果具有良好的相容性。ANSYS的结果表明,采用1.5的安全系数时,完全一致。而Perry Robertson公式需要1.4的安全系数才能与实验结果相比是安全的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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24 weeks
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