3 papers
math.AP2026
Well-posed homogenized strain-gradient models for linear elastodynamics and elastostatics in arbitrary periodic media
Rémi Cornaggia, Marc Bonnet, Giuseppe Rosi +2
This work develops well-posed homogenized strain-gradient models for linear elastostatics and elastodynamics in periodic media, with a primary focus on elastic wave propagation. Us…
math-ph2026
Symmetries of (quasi)periodic materials: Superposability vs. Indistinguishability
Markus Hubert, Christelle Combescure, Renald Brenner +1
This work is devoted to the study of the symmetries of (quasi)periodic architectured materials. For this purpose, the weaker symmetry criterion of indistinguishability is used. It…
math-ph2026
On Exotic Materials in 3D Linear Elasticity with High Symmetry Classes
Nicolas Auffray, Guangjin Mou, Boris Desmorat
An anisotropic elastic material is referred to as exotic when, under specific loadings, its mechanical response exhibits a higher degree of symmetry than that prescribed by its int…