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Splitting force of bottle-shaped struts with different height-to-width ratios

机译:高宽比不同的瓶形支杆的劈裂力

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摘要

A bottle-shaped strut is a common kind of strut in the structures, whose compression disperses, resulting in a splitting force at some distance away from the load plate. Considering characters of the geometric and physical boundary conditions which are different from previous studies, a new mathematical equation for the infinite isostatic lines of the compression (ILC) is obtained and a corresponding equation of transverse stresses distribution is derived. Then theoretical formulae to calculate the resultant splitting forces and their location in a bottle-shaped strut are proposed. Based on the principle of superposition, different compression dispersion models for the struts with different height-to-width ratios are individually formulated and simplified. A recommendation for EN1992 is presented. The transverse stresses distribution and the equations for the resultant splitting force and their locations are validated by the test and FEM results. The results show that the proposed equations have good agreements with the test and FEM result, which can provide accurate predictions for the magnitude and location of the resultant splitting force.
机译:瓶形支杆是结构中的一种常见支杆,其压力分散,从而在距压板一定距离的位置产生分裂力。考虑到几何和物理边界条件的特征与以前的研究不同,得出了无限大等静压线的数学方程,并推导了相应的横向应力分布方程。然后提出了理论公式来计算合力分裂力及其在瓶形支杆中的位置。根据叠加原理,分别制定和简化了具有不同高宽比的支撑杆的不同压缩弥散模型。提出了针对EN1992的建议。通过测试和有限元结果验证了横向应力分布以及合力的方程式及其位置。结果表明,所提出的方程与试验和有限元结果具有良好的一致性,可以为合力的大小和位置提供准确的预测。

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