Geodesic

Mathematical problems in the theory of wave propagation. Part 19

Sommaire

On asymptotic solution of the problems of diffusion and oscillation moving sources
p. 6-13
Application of boundary control theory methods to spectral inverse problem for inhomogeneous string
p. 14-22
On non-linear diffraction in defocusing medium
p. 23-31
Eigenfunctions of the Dirichlet and Neumann problems for the elliptic sinh-Gordon equation on a rectangle
p. 32-36
Diffraction of elastic waves on free wedge. Reduction to the singular integral equations
p. 37-45
Dynamic Whithan principle and its ground for parabolic equations
p. 46-51
The conservation law of energy in acoustics of a stationary inhomogeneous moving medium
p. 52-57
Shortwave grazing scattering of a plane wave on a periodic structure composed of inclined half-planes
p. 58-66
Computation of wave field in diffraction problem on a smooth periodic boundary
p. 67-72
Transformation operator method for inverse scattering problem
p. 73-87
The procedure of evaluation of high terms in the asymptotic space-time Gaussian beam method for isotropic inhomogeneous elastic medium.~II
p. 88-100
The justification of the asymptotic formulae obtained by the Isomonodromic Deformation Method
p. 101-109
The influence of the fracture in medium on the interference waves
p. 110-115
On the investigation of wave propagation in the models of cracked media
p. 116-127
Transversally inhomogeneous cochlear WKB-model
p. 128-138
Approximate evaluation of cochler model frequency selectivity from the wave development graph
p. 139-146
On whispering gallery mode propagation in a medium containing vertical interface boundary
p. 147-151
One fast method of computation of the wave field reflected by a thin elastic layer
p. 152-162
Ray-mode representations of the Green function in a three-dimensional homogeneous waveguide
p. 163-172
The splitting of Laplacian operator eigenvalue in the case of ellipse with cuts
p. 173-178
On bending vibrations of periodic inhomogeneous orthotropic membrane
p. 179-181
Kinematic approach to group velocity interpretation of high frequency space-time Love (SH) and Rayleigh (SV) waves
p. 182-186