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Rectangular steel silos: Finite element predictions of filling wall pressures

机译:矩形钢筒仓:填充壁压力的有限元预测

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The pressures exerted on the walls of rectangular planform steel flexible-walled silos by several different stored granular bulk solids are investigated using a validated finite element model that has been used in several previous studies. These pressures and the state of stress in the bulk solid are explored for a range of silo geometries and stored bulk solids. The results show that the horizontal pressure distribution across a silo wall is generally not uniform. This demonstrates that widely used theories may be adequate for stiff concrete silos, are far from suited to flexible-walled steel silos, and the differences can be used to produce much lighter structures. These findings match previously published experimental and analytical results for square planform silos where much larger pressures develop in the corners. The present analyses show that rectangular silos differ from those of square section, in that the mean pressure and degree of pressure variation is different on the two walls. The mechanisms causing these changes are investigated. The results further demonstrate that relatively small changes in the properties of a stored solid can produce significant changes in the pressure magnitudes and patterns, and hence greatly influence the silo structural design. The paper concludes that existing design guidance is seriously deficient and leads to metal silos that are considerably more expensive than is necessary. (C) 2016 Elsevier Ltd. All rights reserved.
机译:使用已验证的有限元模型研究了几种不同的存储颗粒状散装固体对矩形平板钢制柔性壁筒仓壁施加的压力,该模型已在先前的研究中使用。针对各种筒仓几何形状和存储的散装固体,探索了散装固体中的这些压力和应力状态。结果表明,整个筒仓壁上的水平压力分布通常不均匀。这表明,广泛使用的理论可能适用于坚硬的混凝土筒仓,远不适合于柔性壁钢筒仓,并且这些差异可用于生产轻得多的结构。这些发现与以前发表的方形平面筒仓的实验和分析结果相符,在方形筒仓的拐角处产生了更大的压力。目前的分析表明,矩形筒仓与方形筒仓不同,因为两壁的平均压力和压力变化程度不同。研究了导致这些变化的机制。结果进一步表明,储存的固体的性质相对较小的变化会导致压力大小和样式发生显着变化,从而极大地影响筒仓的结构设计。本文得出的结论是,现有的设计指南严重不足,导致产生的金属筒仓比所需的贵得多。 (C)2016 Elsevier Ltd.保留所有权利。

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