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Structural optimization and dynamic analysis for double-layer spherical reticulated shell structures

机译:双层球面网壳结构的结构优化与动力分析

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This paper is concerned with the geometrical optimum design and the aseismic analysis of double-layer reticulated shell structures. The characteristic of free vibration of reticulated shell structures, with respect to geometric parameter, is investigated. The variations of the eigenfrequency of shell structures, with respect to the ratio of height-to-span, span, grid division frequency and thickness of shell, are discussed. The Newmark method is used to calculate the stresses and displacements of the reticulated shell structure under earthquake action. The analysis results show that under a specified span, the eigenfrequency of the structure increases with the increase of the height-to-span ratio and then decreases afterwards. Therefore, there exists an optimum height-to-span ratio resulting in an optimum stiffness at the specified span. The optimum value of the ratio is found to be between 1/3 and 1/4 from the simulation study presented in this paper. At a specified height-to-span ratio, the increase of the value of structural span greatly reduces the eigenfrequency of the structure and then decreases the global stiffness of the structure. At the specified span and the specified height-to-span ratio, the eigenfrequency of the structure has a minor increase with the increase of the thickness and the grid division frequency of the reticulated shell structure. The partial double-layer reticulated shell structures have less stability compared with double-layer reticulated shell structures, but more stability in comparison with single-layer reticulated shell structures. The 1/6 partial double-layer reticulated shell structure has a best performance-to-price ratio. In other words, it has a higher buckling load, with smaller material consumption, compared with other partial double-layer reticulated shell structures. It is proposed to adopt the 1/6 partial double-layer reticulated shell structure in engineering if a double layer reticulated shell structure is required.
机译:本文涉及双层网壳结构的几何优化设计和抗震分析。相对于几何参数,研究了网状壳结构的自由振动特性。讨论了壳体结构的本征频率相对于高宽比,跨度,网格划分频率和壳体厚度的变化。 Newmark方法用于计算网壳结构在地震作用下的应力和位移。分析结果表明,在一定的跨度下,结构的本征频率随高宽比的增加而增加,然后减小。因此,存在最佳的高宽比,从而在指定的跨度下具有最佳的刚度。根据本文提出的仿真研究,发现该比率的最佳值在1/3和1/4之间。在指定的高宽比下,结构跨度值的增加会大大降低结构的本征频率,然后降低结构的整体刚度。在指定的跨度和指定的高宽比下,结构的本征频率随网壳结构的厚度和网格划分频率的增加而略有增加。与双层网状壳结构相比,部分双层网状壳结构具有较小的稳定性,但是与单层网状壳结构相比,局部双层网状壳结构具有更高的稳定性。 1/6部分双层网状壳结构具有最佳的性价比。换句话说,与其他部分双层网状壳结构相比,它具有更高的屈曲载荷和更少的材料消耗。如果需要双层网壳结构,建议在工程中采用1/6部分双层网壳结构。

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