A theoretical framework based on convex analysis is formulated and developed to study tensegrity structures under steady-state loads. Many classical results for ideal tensegrities are rationally deduced from subdifferentiable models in a novel mechanical perspective. Novel energy-based criteria for rigidity and pre-stressability are provided, allowing to formulate numerical algorithms for computations.
Maceri, F., Marino, M., Vairo, G. (2011). Convex analysis and ideal tensegrities. COMPTES RENDUS MECANIQUE, 339(11), 683-691 [10.1016/j.crme.2011.07.009].
Convex analysis and ideal tensegrities
MACERI, FRANCO;Marino, M;VAIRO, GIUSEPPE
2011-01-01
Abstract
A theoretical framework based on convex analysis is formulated and developed to study tensegrity structures under steady-state loads. Many classical results for ideal tensegrities are rationally deduced from subdifferentiable models in a novel mechanical perspective. Novel energy-based criteria for rigidity and pre-stressability are provided, allowing to formulate numerical algorithms for computations.File in questo prodotto:
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