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Buckling and Post-buckling of Composite Shells with Asymmetric Meshing in form of Axial Band in Numerical Model

机译:数值模型中轴带形式的非对称型号复合壳的屈曲和后屈曲

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Asymmetric meshing is a perturbation introduced in the numerical model without changing geometry, loading or boundary conditions. Asymmetric meshing is employed in the form of a band along axial direction of the shell model, the elements size in the axial band is reduced as compared with the rest of shell to produce asymmetry in the meshing and four amplitudes of asymmetry are used in a particular band. Asymmetric meshing affects predicted buckling load, buckling mode shape and post-buckling behaviour. The reduction in the buckling load using asymmetric meshing was observed to be about 18%, which depends mainly on area of asymmetric meshing and less on different magnitudes of asymmetry in the same area. The load-displacement curve behaviourusing asymmetric meshing technique is quite similar to the curve obtained by introducing geometric imperfection in the shell model.
机译:不对称啮合是在数值模型中引入的扰动,而不改变几何形状,装载或边界条件。以沿壳体模型的轴向的带状的形式采用不对称啮合,与壳体的其余壳相比,轴带中的元件尺寸减小以在啮合中产生不对称的不对称,并且在特定的情况下使用四个不对称的幅度。特定的四个不对称幅度乐队。不对称啮合影响预测屈曲负载,屈曲模式形状和后屈曲行为。观察到使用非对称啮合的屈曲负荷的减少为约18%,这主要取决于不对称啮合的面积,少于同一区域的不同不对称大小。不对称网格化技术的负载 - 位移曲线行为与通过在壳模型中引入几何缺陷而获得的曲线非常相似。

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