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Finite Element Analysis of In-Plane Displacements and Von-Mises Stresses in Ellipsoidal and Circular Cylinderical Petroleum Tankers

机译:椭圆形和圆形圆柱油轮的平面位移和冯-塞斯应力的有限元分析

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Road tankers are the most used means of transporting petroleum product to end users due to its cost effectiveness and energy-efficiency. The cylindrical tank has been well designed for by ASME Ⅷ divisions 1 and 2 using analytical equations. Petrol tankers are not circular but elliptical probably for stability during transportation. This paper has used the finite element method to investigate in-plane displacements and Von-Mises stresses in both circular and elliptical cylindrical tanks under full loading. An elliptical OANDO~® tanker of 66.78 m~3 volume and shell thickness of 0.2 mm and an equivalent volume circular cylindrical tank was used for the simulation. MATLAB~® was used to generate geometrical mesh model of the petroleum tankers, extract element coordinates and conduct the finite element analysis. Plane strain condition was used in analyzing a section of the petroleum tanker. It was observed that an equivalent volume circular cylindrical tank was under a higher internal pressure (16,858 N/m~2) compared to the elliptical cylinder (14,480 N/m~2). Von-Mises stress and in-plane displacements showed direct linear relationships with internal fluid pressure. Von-Mises stress in the elliptical tank was found to be lower (5.7 ×10~6 N/m~2) than for the circular tank (8×10~6 N/m~2). In plane displacements was zero in the longitudinal direction for both tanks and of the order of 10~(-4) mm in the y-direction for both tanks with the circular larger by about 2.5 ×10~(-3) cm. So in addition to tank stability on the lorry, the Von-Mises stresses were lower as well for the elliptical tank. It was also observed that Von-Mises stresses were far below the yield stress of the steel plate. However, the effect of weldment area on lowering of yield stress was not studied. Stress values were validated using analytical method and found to be insignificantly different (P >0.05).
机译:公路油轮由于其成本效益和能源效率,是将石油产品运输到最终用户的最常用手段。圆柱形储罐已通过ASME using 1和2部门使用解析方程精心设计。汽油船不是圆形的而是椭圆形的,以确保运输过程中的稳定性。本文已使用有限元方法研究了满载情况下圆形和椭圆形圆柱罐的平面内位移和冯-密塞斯应力。模拟使用了体积为66.78 m〜3,壳厚度为0.2 mm的椭圆形OTANDO罐车和等效体积的圆柱形罐。使用MATLAB®生成油轮的几何网格模型,提取元素坐标并进行有限元分析。平面应变条件用于分析油轮的一部分。观察到,与椭圆形圆柱体(14,480 N / m〜2)相比,当量圆柱容器的内部压力更高(16,858 N / m〜2)。 Von-Mises应力和平面内位移与内部流体压力呈线性关系。发现椭圆形储罐中的冯-密塞斯应力(5.7×10〜6 N / m〜2)低于圆形储罐中的Von-Mises应力(8×10〜6 N / m〜2)。对于两个储罐,在平面上的纵向位移为零,对于两个储罐,在y方向上的位移在y方向上约为10〜(-4)mm,圆形的储罐位移大约为2.5×10〜(-3)cm。因此,除了在卡车上保持罐的稳定性外,椭圆罐的Von-Mises应力也较低。还观察到冯-米塞斯应力远低于钢板的屈服应力。但是,尚未研究焊件面积对降低屈服应力的影响。应力值使用分析方法进行了验证,发现差异不显着(P> 0.05)。

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