Add to ORKGrod is demonstrated to exist numerically. For the case of an intrinsically straight, untwisted rod, asymptotic theory predicts that the amplitude of the extension/compression wave is proportional to the square of the amplitude of th
AbstractThe authors derive and justify two models for the bending–stretching of a viscoelastic rod b...
The nonlinear wave equation of an elastic rod under finite deformation is solved by the extended map...
The underlying assumption of a lumped element model is that a spatially distributed physical system ...
The derivation of one-dimensional wave equtions for axially symmetric waves in elastic rods is discu...
An exact derivation from three-dimensional elasticity of a model equation for the longitudinal vibra...
Planar Kirchhoff elastic rods with non-linear constitutive relations are shown to admit traveling wa...
International audienceWe propose a method for deriving equivalent one-dimensional models for slender...
Nonlinear amplitude equations for the near-threshold behavior of twisted extensible elastic rods und...
7 páginas, 9 figurasLarge-amplitude extensional standing waves in metals are studied theoretically a...
This paper studies the propagation of disturbances in an initially stress-free elastic circular rod....
We show that solutions for a specifically scaled nonlinear wave equation of nonlinear elasticity con...
In-plane vibrations of an elastic rod clamped at both extremities are studied. The rod is modeled as...
When an elastic rod, under the influence of a large temperature variation, is used as a stress-pulse...
Accurate mechanical models of elastic beams undergoing large in-plane motions are discussed theoreti...
Using a variational approach we rigorously deduce a nonlinear model for inextensible rods from three...
AbstractThe authors derive and justify two models for the bending–stretching of a viscoelastic rod b...
The nonlinear wave equation of an elastic rod under finite deformation is solved by the extended map...
The underlying assumption of a lumped element model is that a spatially distributed physical system ...
The derivation of one-dimensional wave equtions for axially symmetric waves in elastic rods is discu...
An exact derivation from three-dimensional elasticity of a model equation for the longitudinal vibra...
Planar Kirchhoff elastic rods with non-linear constitutive relations are shown to admit traveling wa...
International audienceWe propose a method for deriving equivalent one-dimensional models for slender...
Nonlinear amplitude equations for the near-threshold behavior of twisted extensible elastic rods und...
7 páginas, 9 figurasLarge-amplitude extensional standing waves in metals are studied theoretically a...
This paper studies the propagation of disturbances in an initially stress-free elastic circular rod....
We show that solutions for a specifically scaled nonlinear wave equation of nonlinear elasticity con...
In-plane vibrations of an elastic rod clamped at both extremities are studied. The rod is modeled as...
When an elastic rod, under the influence of a large temperature variation, is used as a stress-pulse...
Accurate mechanical models of elastic beams undergoing large in-plane motions are discussed theoreti...
Using a variational approach we rigorously deduce a nonlinear model for inextensible rods from three...
AbstractThe authors derive and justify two models for the bending–stretching of a viscoelastic rod b...
The nonlinear wave equation of an elastic rod under finite deformation is solved by the extended map...
The underlying assumption of a lumped element model is that a spatially distributed physical system ...