Exact relativistic theory of wave propagation in prestressed nonlinear elastic solids
Exact solutions for equations of Bose-Fermi mixtures in one-dimensional optical lattice.
Excitation of shear waves in a piezoceramic medium with partially electrodized tunnel openings strengthened by a rigid stringer.
Existence and uniqueness for wave propagation in inhomogeneous elastic solids
Existence and uniqueness of the solution to the critical problem in neutron transport theory
Exponential energy decay of solutions of elastic wave equations with the Dirichlet condition.
Families of spheres
Following screened perturbations in an elastic medium with a thin layer
Generation of SH-type waves in layered anisotropic elastic media.
Higher-order splitting method for elastic wave propagation.
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
Integration of the EPDiff equation by particle methods
The purpose of this paper is to apply particle methods to the numerical solution of the EPDiff equation. The weak solutions of EPDiff are contact discontinuities that carry momentum so that wavefront interactions represent collisions in which momentum is exchanged. This behavior allows for the description of many rich physical applications, but also introduces difficult numerical challenges. We present a particle method for the EPDiff equation that is well-suited for this class of solutions and...
Integration of the EPDiff equation by particle methods∗∗∗∗∗∗
The purpose of this paper is to apply particle methods to the numerical solution of the EPDiff equation. The weak solutions of EPDiff are contact discontinuities that carry momentum so that wavefront interactions represent collisions in which momentum is exchanged. This behavior allows for the description of many rich physical applications, but also introduces difficult numerical challenges. We present a particle method for the EPDiff equation that...
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.
Justification of a construction of the solution of the problem on a point source of waves in a layered medium with vertical boundary.
Libere vibrazioni di solidi termoelastici incomprimibili
Low-Frequency Scattering Theory for a Penetrable Body in an Elastic Medium
Magneto-thermoelastic waves in a perfectly conducting elastic half-space in thermoelasticity III.
Magneto-thermoelastic waves induced by a thermal shock in a finitely conducting elastic half space.