The dispersion that must accompany absorption is taken into account in many recent body-wave investigations but has been largely ignored in surface-wave and free-oscillation studies. In order to compare body-wave and free-oscillation data a correction must be made to travel times or periods to account for absorption-related physical dispersion. The correction depends on the frequency and Q of the data and can be as high as 1% which is much larger than the uncertainty of the raw data. Corrected toroidal mode data is inverted to obtain shear velocity and density versus depth. The average shear velocity in the upper 600 km is ∼2% greater than obtained from the uncorrected data. The resulting shear-wave travel times oscillate about the Jeffreys...
Body wave, surface wave, and normal mode data are used to place constraints on the frequency depende...
Attenuation of seismic waves indicates that the earth is not perfectly elastic. Dispersion accompany...
The universal dispersion theory, presented in Part I, is extended to allow computation of group velo...
The dispersion that must accompany absorption is taken into account in many recent body-wave investi...
In most recent free oscillation studies of the earth's interior the effect of absorption upon the ei...
Estimates of the radial distribution of seismic velocities and density and of seismic attenuation wi...
The dispersion that accompanies attenuation has been taken into account in many recent body wave st...
It is well known that elastic wave velocities are independent of frequency only for a non-dissipativ...
The attenuation of seismic waves is one manifestation of the earth's anelasticity and is not unrelat...
Physical dispersion resulting from anelasticity is investigated from the point of view of linear vis...
Several recent inversion studies have clearly indicated the lack of resolving power of the normal mo...
Contrasting with conclusions from laboratory experiments that the absorption coefficient k for ampl...
The concept of a relaxation spectrum is used to compute the absorption and dispersion of a linear an...
An extensive set of reliable gross Earth data has been inverted to obtain a new estimate of the radi...
The attenuation of seismic waves is a direct measure of the absorption due to nonelastic processes i...
Body wave, surface wave, and normal mode data are used to place constraints on the frequency depende...
Attenuation of seismic waves indicates that the earth is not perfectly elastic. Dispersion accompany...
The universal dispersion theory, presented in Part I, is extended to allow computation of group velo...
The dispersion that must accompany absorption is taken into account in many recent body-wave investi...
In most recent free oscillation studies of the earth's interior the effect of absorption upon the ei...
Estimates of the radial distribution of seismic velocities and density and of seismic attenuation wi...
The dispersion that accompanies attenuation has been taken into account in many recent body wave st...
It is well known that elastic wave velocities are independent of frequency only for a non-dissipativ...
The attenuation of seismic waves is one manifestation of the earth's anelasticity and is not unrelat...
Physical dispersion resulting from anelasticity is investigated from the point of view of linear vis...
Several recent inversion studies have clearly indicated the lack of resolving power of the normal mo...
Contrasting with conclusions from laboratory experiments that the absorption coefficient k for ampl...
The concept of a relaxation spectrum is used to compute the absorption and dispersion of a linear an...
An extensive set of reliable gross Earth data has been inverted to obtain a new estimate of the radi...
The attenuation of seismic waves is a direct measure of the absorption due to nonelastic processes i...
Body wave, surface wave, and normal mode data are used to place constraints on the frequency depende...
Attenuation of seismic waves indicates that the earth is not perfectly elastic. Dispersion accompany...
The universal dispersion theory, presented in Part I, is extended to allow computation of group velo...