Search Results - "LE DRET, H"

Numerical Simulation of a Cod End Net Part 1: Equilibrium in a Uniform Flow by Le Dret, H., Lewandowski, R., Priour, D., Chagneau, F.

“…In this paper, a cod-end fish net is modelled by a discrete finite network. The nonlinear elastic energy for such a structure is defined and studied. Numerical…”
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Nagdhi's shell model: Existence, uniqueness and continuous dependence on the midsurface by BLOUZA, A, LE DRET, H

“…In this work, we present a new formulation for Nagdhi's model for shells with little regularity. This formulation allows for existence and uniqueness for…”
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Asymptotic theory and analysis for displacements and stress distribution in nonlinear elastic straight slender rods by CIMETIERE, A, GEYMONAT, G, LE DRET, H, RAOULT, A, TUTEK, Z

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RELAXATION OF FUNCTIONALS INVOLVING HOMOGENEOUS FUNCTIONS AND INVARIANCE OF ENVELOPES by BOUSSELSAL, M., LE DRET, H.

“…The authors compute the quasiconvex envelope of certain functions defined on the spaceMmn of real m×n matrices via a homogeneous function on Mmn. They also…”
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The membrane shell model in nonlinear elasticity: A variational asymptotic derivation by Le Dret, H., Raoult, A.

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Modeling of a folded plate by LE DRET, H

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A posteriori analysis of a finite element discretization of a Naghdi shell model by Bernardi, C., Hecht, F., Le Dret, H., Blouza, A.

“…We are interested in the finite element discretization of the Naghdi equations, which model a thin three-dimensional shell. The discrete problem is derived…”
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Variational convergence for nonlinear shell models with directors and related semicontinuity and relaxation results by LE DRET, Hervé, RAOULT, Annie

“…We use a variational convergence method to study the consistency of various Cosserat hypotheses in shell theory with the limit nonlinear membrane model derived…”
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Folded plates revisited by LE DRET, H

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The infinitesimal rigid displacement lemma in Lipschitz co-ordinates and application to shells with minimal regularity by Anicic, Sylvia, Dret, Hervé Le, Raoult, Annie

“…We establish a version of the infinitesimal rigid displacement lemma in curvilinear Lipschitz co‐ordinates. We give an application to linearly elastic shells…”
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EXISTENCE AND UNIQUENESS FOR THE LINEAR KOITER MODEL FOR SHELLS WITH LITTLE REGULARITY by BLOUZA, ADEL, LE DRET, HERVÉ

“…We give a simple proof of existence and uniqueness of the solution of the Koiter model for linearly elastic thin shells whose midsurfaces can have charts with…”
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Structure of the set of equilibrated loads in nonlinear elasticity and applications to existence and nonexistence by LE DRET, H

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Constitutive laws and existence questions in incompressible nonlinear elasticity by LE DRET, H

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