Linear anelastic phenomena in wave propagation problems can be well modeled through a viscoelastic mechanical model consisting of standard linear solids. In this paper we present a method for modeling of constant Q as a function of frequency based on an explicit closed formula for calculation of the parameter fields. The proposed method enables substantial savings in computations and memory requirements. Experiments show that the new method also yields higher accuracy in the modeling of Q than e.g., the Padé approximant method (Day and Minster, 1984)
Real earth media disperse and attenuate propagating mechanical waves. This anelastic behavior can be...
ethod for numerical, full-viscoelastic wave modeling, more accu-lar grid Hestholm, 2002, equations 1...
In Part I of the present paper a parameter analysis showed that the most efficient model to describe...
When seismic waves propagate through viscoelastic media, the viscoelastic response can be presented ...
abstract - The description of wave propagation by a viscoelastic rheology allows for the introductio...
Calculation of attenuation and dispersion spectra for a general anelastic body may be posed as an in...
Real Earth media are not perfectly elastic. Instead, they attenuate propagating mechanical waves. Th...
Any numerical procedure in computational acoustics requires choosing an appropriate model for the co...
Real Earth media is anelastic, which affects both kinematics and dynamics of propagating waves. Wave...
We develop a Data-Driven framework for the simulation of wave propagation in viscoelastic solids dir...
Earth introduces strong attenuation and dispersion to propagating waves. The time-fractional wave eq...
We introduce a new function, the apparent elastic modulus strain-rate spectrum, Eapp(˙ε), for the de...
Nowadays, several analytical and numerical approaches are available for analysing the performance of...
A linear model for attenuation of waves is presented, with Q, or the portion of energy lost during e...
Real earth media disperse and attenuate propagating waves. This anelastic behavior can be well descr...
Real earth media disperse and attenuate propagating mechanical waves. This anelastic behavior can be...
ethod for numerical, full-viscoelastic wave modeling, more accu-lar grid Hestholm, 2002, equations 1...
In Part I of the present paper a parameter analysis showed that the most efficient model to describe...
When seismic waves propagate through viscoelastic media, the viscoelastic response can be presented ...
abstract - The description of wave propagation by a viscoelastic rheology allows for the introductio...
Calculation of attenuation and dispersion spectra for a general anelastic body may be posed as an in...
Real Earth media are not perfectly elastic. Instead, they attenuate propagating mechanical waves. Th...
Any numerical procedure in computational acoustics requires choosing an appropriate model for the co...
Real Earth media is anelastic, which affects both kinematics and dynamics of propagating waves. Wave...
We develop a Data-Driven framework for the simulation of wave propagation in viscoelastic solids dir...
Earth introduces strong attenuation and dispersion to propagating waves. The time-fractional wave eq...
We introduce a new function, the apparent elastic modulus strain-rate spectrum, Eapp(˙ε), for the de...
Nowadays, several analytical and numerical approaches are available for analysing the performance of...
A linear model for attenuation of waves is presented, with Q, or the portion of energy lost during e...
Real earth media disperse and attenuate propagating waves. This anelastic behavior can be well descr...
Real earth media disperse and attenuate propagating mechanical waves. This anelastic behavior can be...
ethod for numerical, full-viscoelastic wave modeling, more accu-lar grid Hestholm, 2002, equations 1...
In Part I of the present paper a parameter analysis showed that the most efficient model to describe...