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Heavy changes in pantograph mechanics with slight repositioning of nodes

Academic Article
Publication Date:
2026
Short description:
Heavy changes in pantograph mechanics with slight repositioning of nodes / Turco, Emilio. - In: COMPTES RENDUS MECANIQUE. - ISSN 1631-0721. - 354:G1(2026), pp. 183-201. [10.5802/crmeca.352]
abstract:
Previous Browse issues Volume 354 (2026) p. 183-201 Next Research article Heavy changes in pantograph mechanics with slight repositioning of nodes Emilio Turco1 Comptes Rendus. Mécanique, Volume 354 (2026), pp. 183-201 This article is part of the thematic issue Methods for Metamaterials Design: Mathematical Modelling, Numerical Techniques and Experiments coordinated by: Francesco Dell'Isola et al.. Abstract (Original language) Résumé Pantographic unit cells are well-known and used both for deployable structures and metamaterials design. It is surely less known that with minor changes, moving the nodes in the reference configuration or using angulated elements, this unit cells can be used to build curved shapes in the strain-free configuration. Curved pantographs are employable in several technical applications. One interesting application is related with robot arms. The peculiar characteristic of pantographic structures, linear or curved, is the existence of a floppy mode, i.e. a zero energy mode, which ensures the existence of a branch of the equilibrium path without strain in all its parts. This characteristic provides the deployability of the pantographic structures and several exotic mechanical behaviours in metamaterials based on the same pattern. We discuss some results obtained by a mechanical digital twin capable of: (i) verifying the deployability, i.e. the existence of a floppy mode when it is not prevented by constraints, of the considered scheme checking for the whole equilibrium path the absence of strain on all the springs modelling the problem; (ii) providing some information, useful for a preliminary structural design, about the mechanical behaviour of a simple structural scheme in the hypothesis of large displacements when the floppy mode is prevented by a large enough number of constraints.
Iris type:
1.1 Articolo in rivista
List of contributors:
Turco, Emilio
Authors of the University:
TURCO Emilio
Handle:
https://iris.uniss.it/handle/11388/383950
Published in:
COMPTES RENDUS MECANIQUE
Journal
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