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Advances in dynamic instability: can a beam-column undergo tensile flutter?

机译:动态不稳定性的进步:梁柱可以接受拉伸扑动吗?

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摘要

Tensile instability in beam-like structures has been highlighted in very few papers; the studies reported in the specific literature are limited to beam-columns characterised either by high shear deformation or by the presence of a single structural junction allowing a transversal displacement discontinuity. Moreover, to the authors' knowledge, the flutter instability associated to tensile axial load has not yet been disclosed. This work aims to offer further contribution to the knowledge of tensile instability of beam-columns by considering the dynamic instability of an Euler Bernoulli beam in presence of an arbitrary number of internal sliders endowed with translational elastic springs. The use of the generalised functions allows an exact evaluation of the eigensolution, provided in closed form, both for conservative and nonconservative axial load. In particular, the following relevant question is posed: Can a beam-column undergo tensile flutter instability? A comprehensive parametric analysis conducted in this work gives an affirmative answer to the asked question.
机译:梁式结构中的拉伸不稳定性在很少的论文中得到了强调;具体文献中报告的研究仅限于梁柱,其特点是高剪切变形或存在允许横向位移不连续的单一结构连接。此外,据作者所知,与拉伸轴向载荷相关的颤振不稳定性尚未披露。这项工作旨在通过考虑欧拉-伯努利梁在具有平动弹性弹簧的任意数量的内部滑块存在下的动态失稳,为梁柱拉伸失稳的知识提供进一步的贡献。对于保守和非保守轴向载荷,使用广义函数可以精确计算以闭合形式提供的本征解。特别是,提出了以下相关问题:梁柱能否承受拉伸颤振失稳?在这项工作中进行的综合参数分析对所提出的问题给出了肯定的答案。

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