Add to ORKGWe shall discuss a class of problems associated with certain inequalities which apparently originated in the work of A. KORN [1, 2] on the linear theory of elasticity. To describe these inequalities we consider a vector field u(x), continuously differentiable on the closure R + B of a bounded domain R with boundary B in two or three dimensions. Let x, be coordinates in a given rectangular Cartesian coordinate system, and denote by u_i the components of u in this system
International audienceWe describe and analyze an approach to the pure traction problem of three-dime...
AbstractIn this paper, we present a simple and general proof for Korn's inequality for nonconforming...
International audienceLet Ω be a bounded and connected open subset of Rn with a Lipschitz-continuous...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46189/1/205_2004_Article_BF00251798.pd
Interest in the possible applications of a priori inequalities in linear elasticity theory motivat...
In this paper, we show that the so-called Korn inequality holds for vector fields with a zero normal...
We state and prove a Korn-like inequality for a vector field in a bounded open set of $\mathbb{R}^N$...
Some Korn like inequalities are proven for the traction problem for linear elastostatics in exterior...
International audienceKorn’s inequalities on a surface constitute the keystone for establishing the ...
Korn\u27s inequalities for piecewise H vector fields are established. They can be applied to classic...
This Brief is mainly devoted to two classical and related results: the existence of a right inverse ...
summary:The Korn's inequality involves a positive constant, which depends on the domains, in general...
The aim of the paper is to investigate the uniqueness, stability and existence questions of generali...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
We prove constructive estimates for elastic plates modeledby the Reissner\u2013Mindlin theory and ma...
International audienceWe describe and analyze an approach to the pure traction problem of three-dime...
AbstractIn this paper, we present a simple and general proof for Korn's inequality for nonconforming...
International audienceLet Ω be a bounded and connected open subset of Rn with a Lipschitz-continuous...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/46189/1/205_2004_Article_BF00251798.pd
Interest in the possible applications of a priori inequalities in linear elasticity theory motivat...
In this paper, we show that the so-called Korn inequality holds for vector fields with a zero normal...
We state and prove a Korn-like inequality for a vector field in a bounded open set of $\mathbb{R}^N$...
Some Korn like inequalities are proven for the traction problem for linear elastostatics in exterior...
International audienceKorn’s inequalities on a surface constitute the keystone for establishing the ...
Korn\u27s inequalities for piecewise H vector fields are established. They can be applied to classic...
This Brief is mainly devoted to two classical and related results: the existence of a right inverse ...
summary:The Korn's inequality involves a positive constant, which depends on the domains, in general...
The aim of the paper is to investigate the uniqueness, stability and existence questions of generali...
International audienceWe prove functional inequalities on vector fields on the Euclidean space when ...
We prove constructive estimates for elastic plates modeledby the Reissner\u2013Mindlin theory and ma...
International audienceWe describe and analyze an approach to the pure traction problem of three-dime...
AbstractIn this paper, we present a simple and general proof for Korn's inequality for nonconforming...
International audienceLet Ω be a bounded and connected open subset of Rn with a Lipschitz-continuous...