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Experimental and Numerical Investigation of Thin Cylindrical Shell subjected to Axial Compression Loading

机译:轴压加载薄圆柱壳的实验性和数值研究

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This paper illustrates the optimal method for calculation of buckling load in thin cylindrical shell. In addition to experimental setup, the various imperfections of geometrical structures of specimen is discussed and analyzed using coordinate measuring machine. Different types of finite element models depending upon their complexity are used for simulation in an attempt to have good results when compared with experimental buckling loads. Parameters such as measuring the effect of initial geometric irregularities, eccentricity of load, as well as measuring eccentric load along circumferential direction of shell and arrangement, often influenced boundary condition strategies. Effects of measuring the initial geometric imperfections and load eccentricity often revere the experimental buckling load prediction when demonstrated with simplified rigid support conditions. This work also illustrates the dependency of eccentric load position and imperfection in geometry on circumferential direction while buckling load is applied.
机译:本文说明了薄圆柱壳中屈曲负荷计算的最佳方法。除了实验设置之外,使用坐标测量机讨论和分析样本的几何结构的各种缺陷。根据其复杂性的不同类型的有限元模型用于模拟,试图与实验屈曲负载相比具有良好的结果。测量初始几何不规则性,负载偏心效果的参数,以及沿壳体和布置的圆周方向测量偏心载荷,通常影响边界条件策略。测量初始几何缺陷和负载偏心率的效果通常在用简化的刚性支撑条件证明时经常检测实验屈曲负荷预测。这项工作还示出了围绕圆周方向上几何形状的偏心载荷位置和缺陷的依赖性,同时施加屈曲负荷。

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