Ray perturbation theory and dynamic ray tracing both describe the behaviour of seismic rays near a reference ray. The equations of dynamic ray tracing relate changes in position and direction of a ray in the vicinity of a reference ray (paraxial ray) to changes in the reference ray’s initial conditions. Ray perturbation theory relates changes in paraxial rays to changes in the slowness ¢eld or the reference ray’s endpoints. Dynamic ray tracing is performed in ray-centred coordinates, whereas ray perturbation theory may be performed in either ray-centred coordinates or in an external reference frame. Both methods derive from asymptotic ray theory, but their developments have proceeded along largely independent paths. In this paper we explore...
This work will lead to ray theory and ray tracing formulation. To deal with this problem the theory ...
An approximate description of the zone of influence around the propagation path for a surface wave i...
Dynamic ray tracing is a robust and efficient method for computation of amplitude and phase attribut...
We study the propagation of rays, paraxial rays, and Gaussian beams in a medium where slowness diffe...
Both paraxial ray tracing and two-point ray tracing are powerful tools for solving wave propagation ...
We propose a new formalism for the calculation of perturbations of ray trajectories and amplitudes i...
b In this paper, the method of small perturbations is applied to the ray and energy transport equati...
The total Green's function for two‐point boundary‐value problems can be related to the propagator fo...
With a Hamilton–Jacobi equation in Cartesian coordinates as a starting point, it is common to use a ...
Dynamic ray tracing is a robust and efficient method for computation of amplitude and phase attribut...
Ray perturbation theory may be used to compute changes in ray paths and physical attributes (travelt...
Summary. The limitations of asymptotic wave theory and its geometrical manifestations are newly form...
Ray methods have been used extensively in seismology and seis-ic exploration to study propagation of...
International audienceWe propose an approximate procedure for computing coupled S waves in inhomogen...
Asymptotic ray theory can be used to describe many seismic signals. Provided the wavefronts and ampl...
This work will lead to ray theory and ray tracing formulation. To deal with this problem the theory ...
An approximate description of the zone of influence around the propagation path for a surface wave i...
Dynamic ray tracing is a robust and efficient method for computation of amplitude and phase attribut...
We study the propagation of rays, paraxial rays, and Gaussian beams in a medium where slowness diffe...
Both paraxial ray tracing and two-point ray tracing are powerful tools for solving wave propagation ...
We propose a new formalism for the calculation of perturbations of ray trajectories and amplitudes i...
b In this paper, the method of small perturbations is applied to the ray and energy transport equati...
The total Green's function for two‐point boundary‐value problems can be related to the propagator fo...
With a Hamilton–Jacobi equation in Cartesian coordinates as a starting point, it is common to use a ...
Dynamic ray tracing is a robust and efficient method for computation of amplitude and phase attribut...
Ray perturbation theory may be used to compute changes in ray paths and physical attributes (travelt...
Summary. The limitations of asymptotic wave theory and its geometrical manifestations are newly form...
Ray methods have been used extensively in seismology and seis-ic exploration to study propagation of...
International audienceWe propose an approximate procedure for computing coupled S waves in inhomogen...
Asymptotic ray theory can be used to describe many seismic signals. Provided the wavefronts and ampl...
This work will lead to ray theory and ray tracing formulation. To deal with this problem the theory ...
An approximate description of the zone of influence around the propagation path for a surface wave i...
Dynamic ray tracing is a robust and efficient method for computation of amplitude and phase attribut...