Tensegrity Systems: from the simplex to the foldable tensegrity ring
Speaker: Rene Motro, Professor Emeritus, University of Montepellier, France
Series: CEE Departmental Seminars
Location: Bowen Hall Auditorium
Date/Time: Monday, February 21, 2011, 4:30 p.m. - 6:00 p.m.
The coupling between form and forces, their structural morphology, is a key point for Tensegrity systems. In the first part of this lecture we describe the design process of the simplest tensegrity system which was achieved by Kenneth Snelson. Some other simple cells are presented and tensypolyhedra are defined as tensegrity systems which meet polyhedral geometry in a stable equilibrium state. A numerical model giving access to more complex systems, in terms of number of components and geometrical properties, is then evoked. The third part is devoted to linear assemblies of annular cells which can be folded. Some experimental models of the Tensegrity ring which is the basic component of this âhollow ropeâ? have been realized and are examined.