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Tensegrity configuration method for connecting tensegrity units along their axes

机译:用于沿张力轴连接张力单元的张力配置方法

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Tensegrity structure is a kind of truss structures which are composed of bars under axial compression and strings under axial tension. It has become a hot spot in the field of sculpture, architecture, aviation and other fields in recent years. A method for building tensegrity structures through connecting tensegrity units is presented and researched systematically here. At first, through analysis for forces of the 3-bar tensegrity structure, the method for adding the components to keep the 3-bar tensegrity unit in equilibrium when changing its rotating angles in the units is researched. The principle for connecting tensegrity units axially follows to be presented. Then the node matrix and connectivity matrix are applied to set up common mathematic models of the tensegrity structures. With the axially-connecting principle and the mathematic models, tensegrity structures with common space shape are set up. Axially-connecting methods for same and different tensegrity units are analyzed. Besides, simulation and physical models are applied to prove that configurations of the obtained tensegrity structures are stable and the axially-connecting method is available. Through research in the paper, a method for configuring the tensegrity structure is summarized systematically, which provides theoretical support for the configuration of more complex structures. (C) 2016 Published by Elsevier Ltd.
机译:张力结构是一种桁架结构,由轴向受力的钢筋和轴向受力的弦组成。近年来,它已成为雕塑,建筑,航空等领域的热点。本文提出并研究了一种通过连接张紧单元建立张紧结构的方法。首先,通过对三杆式张紧结构的受力分析,研究了在三杆式张紧器中改变其旋转角度时增加部件以保持平衡的方法。下面介绍轴向连接张力单元的原理。然后将节点矩阵和连通性矩阵应用于建立张力结构的通用数学模型。利用轴向连接原理和数学模型,建立了具有共同空间形状的张紧结构。分析了相同和不同张力单元的轴向连接方法。此外,通过仿真和物理模型验证了所获得的张力结构的结构是稳定的,并且可以采用轴向连接方法。通过本文的研究,系统地总结了一种配置张力结构的方法,为复杂结构的配置提供了理论支持。 (C)2016由Elsevier Ltd.出版

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