The dynamic behaviour of pre-stressed, elastic orthotropic and incompressible materials is considered in the time-harmonic regime. Depending on the level of pre-stress and anisotropy, wave patterns are shown to emerge, with focussing of signals in the direction of shear bands. Varying the direction of the dynamic perturbation excites different wave patterns, which tend to degenerate to families of plane waves parallel to the shear bands, when the elliptic boundary is approached
Abstract We study incremental wave propagation for what is seemingly the sim-plest boundary value pr...
We study incremental wave propagation for what is seemingly the simplest boundary value problem, nam...
An elastic, incompressible, infinite body is considered subject to plane and homogeneous deformation...
The dynamic behaviour of pre-stressed, elastic orthotropic and incompressible materials is considere...
The behaviour of pre-stressed, elastic, orthotropic and incompressible materials is analysed in both...
The incremental behaviour of a prestressed, elastic, anisotropic and incompressible material is ana...
The incremental behaviour of a prestressed, elastic, anisotropic and incompressible material is anal...
A new boundary element technique is developed to analyse two-dimensional, time-harmonic, small-ampli...
The dynamic Green’s function is obtained for an infinite nonlinear-elastic, incompressible solid hom...
Localized deformations in the form of shear bands are known to be preferential near-failure deformat...
A shear band of finite length, formed inside a ductile material at a certain stage of a continued hom...
Abstract. The general theory of nonlinear anisotropic elastic-ity is extended to describe small-ampl...
A lattice (or ‘grillage’) of elastic Rayleigh rods (possessing a distributed mass density, together ...
Wave propagation in prestressed and prestrained continua can be modelled by the theory of acoustoela...
The general theory of nonlinear anisotropic elasticity is extended to describe small-amplitude motio...
Abstract We study incremental wave propagation for what is seemingly the sim-plest boundary value pr...
We study incremental wave propagation for what is seemingly the simplest boundary value problem, nam...
An elastic, incompressible, infinite body is considered subject to plane and homogeneous deformation...
The dynamic behaviour of pre-stressed, elastic orthotropic and incompressible materials is considere...
The behaviour of pre-stressed, elastic, orthotropic and incompressible materials is analysed in both...
The incremental behaviour of a prestressed, elastic, anisotropic and incompressible material is ana...
The incremental behaviour of a prestressed, elastic, anisotropic and incompressible material is anal...
A new boundary element technique is developed to analyse two-dimensional, time-harmonic, small-ampli...
The dynamic Green’s function is obtained for an infinite nonlinear-elastic, incompressible solid hom...
Localized deformations in the form of shear bands are known to be preferential near-failure deformat...
A shear band of finite length, formed inside a ductile material at a certain stage of a continued hom...
Abstract. The general theory of nonlinear anisotropic elastic-ity is extended to describe small-ampl...
A lattice (or ‘grillage’) of elastic Rayleigh rods (possessing a distributed mass density, together ...
Wave propagation in prestressed and prestrained continua can be modelled by the theory of acoustoela...
The general theory of nonlinear anisotropic elasticity is extended to describe small-amplitude motio...
Abstract We study incremental wave propagation for what is seemingly the sim-plest boundary value pr...
We study incremental wave propagation for what is seemingly the simplest boundary value problem, nam...
An elastic, incompressible, infinite body is considered subject to plane and homogeneous deformation...