Geodesic

Mathematical problems in the theory of wave propagation. Part 26

Sommaire

Viscoelastic Love waves in a layered structure with a weak lateral inhomogeneity
p. 7-11
Propagation of waves along weakly nonhomogeneous in the horisontal direction and slowly bent anisotropic elastic layer
p. 12-32
Equivalent body forces for jumps of stresses and displacements in Biot model of anisotropic porous medium
p. 33-44
On a triangular factorization of positive operators
p. 45-60
Far field excited by moving oscillating source in resonance case
p. 61-70
High frequency wave field of the source moving in the wavequide
p. 71-78
The second approximation of the ray method for calculation of the intensity of the wave front in isotropic
p. 79-94
Diffraction of the whispering gallery waves near the line of the curvature jump
p. 95-109
Representation of the Rayleigh wave equations in the Sturm--Liouville form
p. 110-116
On the nature of ``quasiphotons''
p. 117-122
To the problem of mapping of the deep cracked zones by seismic observations
p. 123-128
The application of the matrix Riemann problem to the investigation of normal waves excitation in an acoustic
p. 129-132
On the scattering by a matrix potential with a symplectic structure
p. 133-139
The effective models of the stratified media containing porous Biot layers
p. 140-163
The jumps of displacements and stresses as seismic sources in Biot medium
p. 164-196
A system of linked resonators in cochlea
p. 197-210
Transparent boundaries for the parabolic wave equation
p. 211-217
On recovering of the density in the plane domain from incomplete spectral data
p. 218-224
Construction of algorithms of the reconstruction tomography
p. 225-235
Inverse problem on determining a source in the stationary transport equation on a Riemannian manifold
p. 236-242
Love waves of SH type in an inhomogeneous transversely-isotropic elastic medium
p. 243-262