39 citations · 159 across the 15 of their papers we have counts for
18 papers
Minimal functional bases for elasticity tensor symmetry classes
Rodrigue Desmorat, N Auffray, B Desmorat +2
Functional bases, synonymous with separating sets, are usually formulated for an entire vector space, such as the space Ela of elasticity tensors. We propose here to define functio…
A Non-Intrusive Space-Time Interpolation from Compact Stiefel Manifolds of Parametrized Rigid-Viscoplastic FEM Problems
Orestis Friderikos, Marc Olive, Emmanuel Baranger +2
This work aims to interpolate parametrized Reduced Order Model (ROM) basis constructed via the Proper Orthogonal Decomposition (POD) to derive a robust ROM of the system's dynamics…
On the stability of POD Basis Interpolation via Grassmann Manifolds for Parametric Model Order Reduction in Hyperelasticity
Orestis Friderikos, Emmanuel Baranger, Marc Olive +1
This work considers the stability of Proper Orthogonal Decomposition (POD) basis interpolation on Grassmann manifolds for parametric Model Order Reduction (pMOR) in hyperelasticity…
Integrity bases for cubic nonlinear magnetostriction
Julien Taurines, Marc Olive, Rodrigue Desmorat +2
A so-called smart material is a material that is the seat of one or more multiphysical coupling. One of the key points in the development of the constitutive laws of these material…
Symmetry classes in piezoelectricity from second-order symmetries
Marc Olive, Nicolas Auffray
The piezoelectricity law is a constitutive model that describes how mechanical andelectric fields are coupled within a material. In its linear formulation this law comprises threec…
Computation of minimal covariants bases for 2D coupled constitutive laws
Boris Desmorat, Marc Olive, Nicolas Auffray +2
We produce minimal integrity bases for both isotropic and hemitropic invariant algebras (and more generally covariant algebras) of most common bidimensional constitutive tensors an…