A space-time variational formulation for the boundary integral equation in a 2D elastic crack problem
An application of the method of spectral functions to the problem of scattering by two wedges.
An asymptotic approach to inverse scattering problems on weakly nonlinear elastic rods.
An optimal dimension of submerged parallel bars as a wave reflector.
Contrôle de l'équation des ondes dans des ouverts comportant des coins
Dense sets and far-field patterns for the vector thermoelastic equation
Étude numérique des pôles de résonance associés à la diffraction d'ondes acoustiques et élastiques par un obstacle en dimension 2
Initial Dirichlet problem for half-plane diffraction: Global formulae for its generalized eigenfunctions, explicit solution by the Cagniard-de Hoop method.
Integral Equation Methods in Obstacle Elastic Scattering
Invisible obstacles
It is proved that one can choose a control function on an arbitrarilly small open subset of the boundary of an obstacle so that the total radiation from this obstacle for a fixed direction of the incident plane wave and for a fixed wave number will be as small as one wishes. The obstacle is called "invisible" in this case.
Libere vibrazioni di solidi termoelastici incomprimibili
Low-Frequency Scattering Theory for a Penetrable Body in an Elastic Medium
On a transmission problem in elasticity
The transmission problem for the reduced Navier equation of classical elasticity, for an infinitely stratified scatterer, is studied. The existence and uniqueness of solutions is proved. Moreover, an integral representation of the solution is constructed, for both the near and the far field.
On the propagation of plane waves at a pure shear interface.
Reflection and transmission of elastic waves at viscous liquid/micropolar elastic solid interface.
Rheologies quasi wave number independent in a sphere and splitting the spectral line
The solution of the equations which govern the slow motions (for which the inertia forces are negligible) in an elastic sphere is studied for a great variety of rheological models and surface tractions with rotational symmetry (Caputo 1984a). The solution is expressed in terms of spherical harmonics and it is shown that its time dependent component is dependent on the order of the harmonic. The dependence of the time component of the solution on the order of the harmonic number is studied. The problem...
Scattering of SH-waves by a Griffith crack in a long strip at asymmetric position.
Sulla ricerca di onde di interfaccia in termo-elasticità
In this paper we study waves propagation along a traction free surface of a infinite body composed of two different thermoelastic isotropic half-spaces in welded contact.
Surface waves in higher order viscoelastic media under the influence of gravity.
The weak boundary effect in a field as a source approaches the boundary.