摘要
张拉整体体系是４０多年来发展起来的一种新型空间结构体系。拓扑和形态学是张拉整体体系的主要内容，而多面体几何构成了拓扑和形态学的基础。本文在研究多面体几何的基础上，分析了张拉整体单元体与多面体之间的关系，并探索了张拉整体体系几何法的找形分析。
AbstractTensegrity system is entirely a new type of space structure with its history of about forty years.Topology and morphology are the two main contents of tensegrity system,while polyhedron geometry formsthe basis of topology and morphology.In this paper,the polyhedron geometry is comprehensively studied ac-cording to the need of tensegrity system. On the basis of polyhedron geometry,the one-to-one correspondence between tensegnity units and the element of polyhedron are analysed.Form finding of tensegrity system by geometry method is then explored.
出处
《空间结构》
CSCD
1995年第3期8-13,共6页
Spatial Structures
