用螺旋缠绕法研究立式圆柱形钢罐在安装过程中的罐壁刚度

S.G. Gnezdilov, D.E. Platonov
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摘要

本文介绍了为储存石油产品而设计的立式圆柱形钢罐罐壁直径对其刚度特性的影响,以及螺旋卷绕法的适用性(用于该罐壁的制造)的研究结果,根据螺旋卷绕法,罐壁由轧制的金属板制成,在卷绕过程中,罐壁形成螺旋状,相邻各圈通过焊缝连续连接,形成一个密封壳体。为了解决这个问题,我们对罐壁进行了有限元分析,其中风载荷作为计算载荷,由于风载荷的存在,罐壁在建造过程中可能会产生最大的侧向变形,这可能会导致使用螺旋缠绕法建造罐壁的技术过程中断。几何模型以轴对称圆柱形壳体的形式呈现,在壳体外部沿壳体轴线以恒定间距设置了平肋,使其具有额外的刚度。计算模型包括一个壁的几何模型,从外部对其施加风荷载,风荷载对罐壁的压力沿罐壁高度不变;在法向作用下压力最大,在切向作用下压力减小到零。利用该计算模型,首先获得了反映罐壁高度变化对其底部靠近支座处最大径向位移影响的依赖关系,其次获得了罐壁底部靠近支座处最大径向位移取决于其直径的依赖关系。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
STUDY OF THE WALL RIGIDITY OF A VERTICAL CYLINDRICAL STEEL TANK DURING ITS INSTALLATION BY THE SPIRAL-WOUND METHOD
The paper presents the results of a study of the influence of the wall diameter of a vertical cylindrical steel tank designed for storing petroleum products on its stiffness characteristics and the applicability (for the manu-facture of this wall) of the spiral-winding metod, according to which the tank wall is made of rolled sheet metal, during the unwinding of which a wall is formed in the form of a spiral, ad-jacent turns of which are continuously connected by a welded seam, forming a sealed shell.To solve the problem, a finite element analysis of the tank wall was performed, within which the wind load was taken as the calculated one, due to which the greatest lateral deformations of the tank wall during its construction are possible, which can cause disruption of the technological process of its construction using spiral-winding method.The paper considers tank wall solutions of different diameters (in the range from 10 to 65 m), which have the smallest wall thicknesses adopted in accordance with the recommendations from the Russian standard.Modeling of the tank wall included the preparation of geometric and calculation models. The geometric model is presented in the form of an axisymmetric cylindrical shell, on the outside of which flat ribs are placed at a constant pitch along the shell axis, giving it additional stiffness. The calculation model includes a geometric model of the wall, to which a wind load is applied from the outside, the pressure from which on the tank wall is constant along its height; it is maximum under normal action and decreases to zero under tangential action. Using the calculation model, firstly, a dependence was obtained that reflects the effect of a change in the height of the tank wall on the maximum radial displacements in its base near the supports, and, secondly, the dependence of the maximum radial displacements of the tank wall in its base near the supports, depending on its diameter.The results of the analysis, in particular, showed that the stiffness of the wall obtained on the basis of the spiral-winding method practically does not change with an increase in its diameter (and a corresponding increase in thickness).
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