童丽萍, 宋启根. 用分域加权残值法求解部分区域有任意几何缺陷的圆柱壳[J]. 工程力学, 1997, 14(3): 55-60.
引用本文: 童丽萍, 宋启根. 用分域加权残值法求解部分区域有任意几何缺陷的圆柱壳[J]. 工程力学, 1997, 14(3): 55-60.
Tong Liping, Song Qigen. APPLICATION OF THE WEIGHTED RESIDUAL METHOD TO SOLVE THE CYLINDRICAL SHELLS WITH ARBITRARY INITIAL GEOMETRICAL IMPERFECTIONS IN PARTIAL RANGES[J]. Engineering Mechanics, 1997, 14(3): 55-60.
Citation: Tong Liping, Song Qigen. APPLICATION OF THE WEIGHTED RESIDUAL METHOD TO SOLVE THE CYLINDRICAL SHELLS WITH ARBITRARY INITIAL GEOMETRICAL IMPERFECTIONS IN PARTIAL RANGES[J]. Engineering Mechanics, 1997, 14(3): 55-60.

用分域加权残值法求解部分区域有任意几何缺陷的圆柱壳

APPLICATION OF THE WEIGHTED RESIDUAL METHOD TO SOLVE THE CYLINDRICAL SHELLS WITH ARBITRARY INITIAL GEOMETRICAL IMPERFECTIONS IN PARTIAL RANGES

  • 摘要: 本文以实际工程中壳体的工况为背景,以缺陷产生区域为依据,将具有部分任意几何缺陷的圆柱壳划分成若干个计算区域(子域)的组合体。建立各子域的微分方程及各子域间的交界条件,进而运用加权残值的方法,求解组合体。文中所给算例,与已有文献吻合较好。

     

    Abstract: Based on the conditions of engineering practices and the ranges of imperfections, the cylindrical shells are divided with partial arbitrary geometrical imperfections into several combinations within computating domains. By establishing the differential equations of each subdomain and the joint conditions within each domain and applying the weighted residual method, the combinations can be solved. The examples given in the paper tally with the corresponding literatures.

     

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