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ROTATED MUTUALLY SUPPORTED ELEMENTS IN TRUNCATED ICOSAHEDRIC DOMES

机译:截断二十面体圆顶中的旋转相互支撑的元素

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Various studies have shown that the conversion of many 3D elementary configurations composed of basic polyhedral shapes to equivalent mutually supported element (MSE) configurations may not always be viable. This is particularly evident when, for reasons of economy, elements with identical cross-sections wish to be used. Without mathematical validation, the sole use of small-scale models as a means of verifying MSE geometry has, in many instances, been found not to be reliable. Modelling elements with relatively low stiffness may be easily forced into position. This can result in incorrectly aligned elements and therefore configured layouts whose behaviour is difficult to predict. Additional stresses potentially caused by element misalignment may further result in undesirable early yielding or buckling. A geometric indicator is considered that enables the appraisal of the feasibility of MSE configuration conversion at the conceptual stage resulting in economy of design effort. To illustrate the procedure, the construction of a truncated icosahedric dome is used although the principle may be applied to any elementary configuration and its MSE conversion. The effects on the eccentricities between MSEs as a result of varying the elements orientation via imposed rotation angles are considered. The advantages and disadvantages of the technique using elements of circular and rectangular cross-section MSEs for construction are discussed.
机译:各种研究表明,将由基本多面体形状组成的许多3D基本配置转换为等效的相互支撑的元素(MSE)配置可能并不总是可行的。当出于经济原因而希望使用具有相同横截面的元件时,这一点尤其明显。在没有数学验证的情况下,在许多情况下,仅使用小规模模型作为验证MSE几何的方法是不可靠的。具有相对较低刚度的建模元素可能很容易被迫就位。这可能会导致元素对齐错误,从而导致行为难以预测的配置布局。由元件未对准可能引起的附加应力可能进一步导致不良的早期屈服或屈曲。可以考虑使用几何指标,从而在概念阶段评估MSE配置转换的可行性,从而节省设计工作量。为了说明该过程,尽管该原理可应用于任何基本配置及其MSE转换,但使用了截头的二十面体圆顶的构造。考虑通过施加旋转角度来改变元素方向对MSE之间的偏心率的影响。讨论了使用圆形和矩形横截面MSE元素进行施工的技术的优缺点。

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