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首页> 外文期刊>Journal of Constructional Steel Research >Buckling behaviors and simplified design method for steel silos under locally distributed axial load
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Buckling behaviors and simplified design method for steel silos under locally distributed axial load

机译:局部分布轴向载荷下钢筒仓的屈曲行为及简化设计方法

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Buckling behaviors of steel silos subjected to locally distributed axial load (LDAL) were studied by a Finite Element Model (FEM), which was verified by available test and analytical results. Studied parameters included the internal pressure, the Local edge load Center Angle (LCA) and the radius-to-thickness ratio (R/t) of a silo. Buckling modes, distributions of reaction forces along the silo bottom edge and buckling stresses were presented. FEM simulations showed that a compression arch was formed on the silo wall to transfer the LDAL to boundaries; and between the feet of compression arch the reaction was in tension. The span and the height of the compression arch almost did not change with the varying of LCA for silos having the same internal pressure and R/t. However, the height of the compression arch decreased with the increase in internal pressure. A silo under LDAL was more likely failed by elastic buckling when the internal pressure was at low level; and at this circumstance the buckling stress increased with the increase in internal pressure. At high level of internal pressure, buckling failure modes of a silo under LDAL changed from elastic buckling to elastic-plastic buckling; and the buckling stress decreased with the increase in internal pressure. For silos with same internal pressure and R/t, the buckling stress decreased with the increase in LCA. Design equations in EC3-4-1 could overestimate the buckling stress of steel silos under combination of internal pressure and LDAL. Based on parameter study results, a practical design equation was proposed for calculating the buckling stress of a steel silo under combined internal pressure and LDAL. Buckling stresses predicted by the proposed equation agreed well with those obtained by FEM. (C) 2017 Elsevier Ltd. All rights reserved.
机译:通过有限元模型(FEM)研究了钢筒仓在局部分布轴向载荷(LDAL)下的屈曲行为,并通过现有的测试和分析结果进行了验证。研究的参数包括内部压力,局部边缘载荷中心角(LCA)和筒仓的半径与厚度之比(R / t)。给出了屈曲模式,沿筒仓底部边缘的反作用力分布和屈曲应力。有限元模拟表明,在筒仓壁上形成了一个压缩拱,将LDAL转移到边界。在压缩足的两脚之间,反应处于紧张状态。对于具有相同内部压力和R / t的筒仓,压缩拱的跨度和高度几乎不会随LCA的变化而变化。但是,压缩拱的高度随着内部压力的增加而减小。当内部压力处于较低水平时,LDAL下的筒仓更有可能由于弹性屈曲而失败;在这种情况下,屈曲应力随着内部压力的增加而增加。在较高的内部压力下,LDAL下筒仓的屈曲破坏模式从弹性屈曲变为弹塑性屈曲。屈曲应力随内压的增加而减小。对于具有相同内部压力和R / t的筒仓,屈曲应力随LCA的增加而降低。 EC3-4-1中的设计方程可能高估了钢筒仓在内部压力和LDAL共同作用下的屈曲应力。根据参数研究结果,提出了一个实用的设计公式,用于计算钢筒仓在内部压力和LDAL共同作用下的屈曲应力。拟议方程预测的屈曲应力与有限元法获得的屈曲应力非常吻合。 (C)2017 Elsevier Ltd.保留所有权利。

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