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Equivalent rigidity method for estimating the natural frequency of telescopic cantilever beams

机译:伸缩臂固有频率的等效刚度法。

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摘要

Telescopic cantilever beams have several applications in industry. When a cantilever with self-weight and tip mass is subjected to free vibrations the natural frequency of the system can be quantified with two methods of Finite Element Analyses and experiments. This paper builds on the state-of-the-art to establish an alternative analytical method. Abraham, Sivaloganathan and Rees have established that a telescopic cantilever exhibits Hookean behaviour within the elastic limits. Based on this finding a simple equivalent cantilever with equivalent rigidity derived from the load-deflection behaviour is established. The equivalent beam is then considered for estimating the natural frequency of the telescopic cantilever. A telescopic cantilever with two sections was considered. Using the concept of equivalent rigidity, the natural frequencies were calculated and the results compared with those obtained from Finite Element Analysis using Abaqus software. The close agreement between formulation and FEA verified the adequacy of the suggested method.
机译:伸缩悬臂梁在工业中有多种应用。当具有自重和尖端质量的悬臂承受自由振动时,可以使用有限元分析和实验这两种方法来量化系统的固有频率。本文基于最新技术来建立替代分析方法。 Abraham,Sivaloganathan和Rees已确定伸缩式悬臂在弹性极限内表现出Hookean行为。基于此发现,建立了一个简单的等效悬臂,其悬臂刚度由载荷-挠度行为得出。然后考虑等效光束用于估计伸缩悬臂的固有频率。考虑了具有两个部分的伸缩悬臂。使用等效刚度的概念,计算了固有频率,并将结果与​​使用Abaqus软件从有限元分析中获得的结果进行了比较。配方与有限元分析之间的密切共识证明了所建议方法的适当性。

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