Add to ORKGMurphy (1992) examined cylindrical and spherical inflation of compressible perfectly elastic materials having three special forms of the strain-energy function. In this paper a general procedure for handling such problems for any strain-energy function is proposed. This procedure is used to confirm some of the results by Murphy as well as to deduce new solutions. One solution obtained by that author for cylindrical inflation is found to be incorrect. 1
Artículo de publicación ISI.Incremental equilibrium equations and corresponding boundary conditions ...
We revisit an iconic deformation of non-linear elasticity: the inflation of a rubber spherical thin ...
For the first time, the problem of the inflation of a nonlinear viscoelasti...
Within the context of finite elasticity, considerable interest has been shown in the problem of infl...
Adopting a form of strain-energy function for highly deformable incompressible clastic materials rec...
Elastic deformations beyond the range of the classical infinitesimal theory of elasticity are govern...
In this paper, we investigate the predictions of several widely used strain-stiffening phenomenologi...
In this article we obtain closed-form solutions for the combined inflation and axial shear of an ela...
In the present work we derive an analytical expression for the pressure-deflection curve of circular...
A new strain energy function has been presented for the representation of the nonlinear stress-strai...
Artículo de publicación ISIIn Part II of the paper, we study the response of a spherical annular reg...
AbstractIncremental equilibrium equations and corresponding boundary conditions for an isotropic, hy...
a b s t r a c t We revisit an iconic deformation of non-linear elasticity: the inflation of a rubber...
A method of obtaining a full (two-dimensional) nonlinear stability analysis of inhomogeneous deforma...
Incremental equilibrium equations and corresponding boundary conditions for an isotropic, hyperelast...
Artículo de publicación ISI.Incremental equilibrium equations and corresponding boundary conditions ...
We revisit an iconic deformation of non-linear elasticity: the inflation of a rubber spherical thin ...
For the first time, the problem of the inflation of a nonlinear viscoelasti...
Within the context of finite elasticity, considerable interest has been shown in the problem of infl...
Adopting a form of strain-energy function for highly deformable incompressible clastic materials rec...
Elastic deformations beyond the range of the classical infinitesimal theory of elasticity are govern...
In this paper, we investigate the predictions of several widely used strain-stiffening phenomenologi...
In this article we obtain closed-form solutions for the combined inflation and axial shear of an ela...
In the present work we derive an analytical expression for the pressure-deflection curve of circular...
A new strain energy function has been presented for the representation of the nonlinear stress-strai...
Artículo de publicación ISIIn Part II of the paper, we study the response of a spherical annular reg...
AbstractIncremental equilibrium equations and corresponding boundary conditions for an isotropic, hy...
a b s t r a c t We revisit an iconic deformation of non-linear elasticity: the inflation of a rubber...
A method of obtaining a full (two-dimensional) nonlinear stability analysis of inhomogeneous deforma...
Incremental equilibrium equations and corresponding boundary conditions for an isotropic, hyperelast...
Artículo de publicación ISI.Incremental equilibrium equations and corresponding boundary conditions ...
We revisit an iconic deformation of non-linear elasticity: the inflation of a rubber spherical thin ...
For the first time, the problem of the inflation of a nonlinear viscoelasti...