Annual Report 2000 - WIT
Annual Report 2000 - WIT Annual Report 2000 - WIT
2 they are able to perform various kinds of image and configuration transformations. Goertz et al. show examples of true-amplitude PreSDM based on the Unified Approach theory (Hubral et al., 1996). By comparing the true-amplitude migrated results with Zoeppritz' equations, they show that the method is capable of performing AVO/AVA analysis in the depth domain with high precision. This is especially advantageous when trying to invert for fine-scaled amplitude variations below a complex verburden. Coman and Gajewski present a wavefront oriented ray-tracing (WORT) technique for a fast computation of traveltimes and migration weights in a smooth 3D velocity model. In this method, we propagate a wavefront stepwise through the model and interpolate output quantities (ray quantities, e.g.,traveltimes, slownesses) from rays to gridpoints. In contrast to Vinje's wavefront construction method, our technique is based only on kinematic ray tracing. Menyoli and Gajewski present a method for determining Poisson's ratio and updating S-wave velocity using converted wave migration incorporated in reflection tomography. The method based on eliminating residual moveout from migrated CRP gathers is fast and target oriented and does not assume flat reflectors or lateral invariance in model. The method is demonstrated using a synthetic 2D seismic section. Rock Physics and Waves in Random Media Shapiro et al. propose an extension of the SBRC approach to estimate the large scale permeability of reservoirs using seismic emission (microseismicity) induced by fluid injection. They show that in a homogeneous medium the surface of the seismicity triggering front has the same form as the group-velocity surface of the low-frequency anisotropic second-type Biot's wave (i.e. slow wave). The approach is generalized for a 3-D mapping of the permeability tensor of heterogeneous reservoirs and aquifers. An equation describing kinematical aspects of triggering front propagation in a way similar to the eikonal equation for seismic wavefronts is derived and used to invert for the hydraulic properties of rocks. The method is applied to several data sets and tested on numerical models. Rindschwentner implemented a new algorithm for estimating a permeability tensor at reservoir scale using hydraulically induced seismicity. With the new algorithm data sets from Soultz-sous-Forêts (France), the KTB site (Germany) and Fenton Hill (USA) were reprocessed and thus the algorithm tested. The algorithm facilitates the interpretation of possible fluid flow paths. Müller et al. propose a broad frequency range theory to describe seismic primaries (time harmonic and transient transmissivities) in statistically isotropic heterogeneous 3-D and 2-D media. This formalism is a 3-D analog of the O'Doherty and Anstey
3 theory. It relates properties of the primaries to the first two statistical moments of the medium heterogeneities. Müller and Shapiro use the formalism for primaries in 3-D statistically isotropic media (see the Mueller et al contribution) in order to explain seismic attenuation due to scattering. On the example of the German KTB data set they show that scattering attenuation has a significant impact on the wavefield propagation. Saenger and Shapiro are able to model the effective velocities of fractured media using the rotated staggered finite difference grid. The numerical study of dry rock skeletons can be considered as an efficient and well controlled computer experiment. Based on this considerations we present analytical descriptions for effective elastic properties for fractured media. The article by Goertz and Kaselow describes a high-frequency, high-resolution seismic experiment carried out by University of Karlsruhe last spring within a gallery system. The experiment was designed to measure hydraulic properties with seismic methods. The installations of the rather unique test site used for the experiment allows for the calibration of techniques for 4D seismic monitoring. Modeling Vanelle and Gajewski present a fast and efficient algorithm for traveltime interpolation. High accuracy is achieved because second order derivatives are taken into account. Examples including the highly complex Marmousi model demonstrate the quality of the method. Vanelle and Gajewski developped a method to determine weight functions for a trueamplitude migration. Traveltimes on coarse grids are the only necessary input data, no dynamic ray tracing is required. Coman and Gajewski present a hybrid method for computing multi-arrival traveltimes in weakly smoothed 3D velocity models. The hybrid method is based on the computation of first-arrival traveltimes with a finite-difference eikonal solver and the computation of later arrivals with the wavefront construction method. For a faster traveltime computation we implement a wavefront construction method without dynamic ray tracing. Soukina and Gajewski present an FD eikonal solver scheme for general anisotropic media which is based on a perturbation method. Traveltimes are calculated for an elliptically anisotropic reference medium. The correction terms required for the traveltimes of the general anisotropic medium are then computed by a perturbation technique. Buske presents a method for the computation of first-arrival traveltimes and amplitudes by a finite-difference solution of the eikonal equation and the transport equation. It
- Page 1 and 2: Wave Inversion Technology WIT Annua
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- Page 11 and 12: i TABLE OF CONTENTS Reviews: WIT Re
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- Page 30 and 31: 18 REFERENCES Höcht, G., de Bazela
- Page 32 and 33: 20 INVERSION BY MEANS OF CRS ATTRIB
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- Page 55 and 56: 43 0.2 Distance [m] 1000 1500 2000
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2<br />
they are able to perform various kinds of image and configuration transformations.<br />
Goertz et al. show examples of true-amplitude PreSDM based on the Unified Approach<br />
theory (Hubral et al., 1996). By comparing the true-amplitude migrated results<br />
with Zoeppritz' equations, they show that the method is capable of performing<br />
AVO/AVA analysis in the depth domain with high precision. This is especially advantageous<br />
when trying to invert for fine-scaled amplitude variations below a complex<br />
verburden.<br />
Coman and Gajewski present a wavefront oriented ray-tracing (WORT) technique<br />
for a fast computation of traveltimes and migration weights in a smooth 3D velocity<br />
model. In this method, we propagate a wavefront stepwise through the model and<br />
interpolate output quantities (ray quantities, e.g.,traveltimes, slownesses) from rays<br />
to gridpoints. In contrast to Vinje's wavefront construction method, our technique is<br />
based only on kinematic ray tracing.<br />
Menyoli and Gajewski present a method for determining Poisson's ratio and updating<br />
S-wave velocity using converted wave migration incorporated in reflection tomography.<br />
The method based on eliminating residual moveout from migrated CRP gathers<br />
is fast and target oriented and does not assume flat reflectors or lateral invariance in<br />
model. The method is demonstrated using a synthetic 2D seismic section.<br />
Rock Physics and Waves in Random Media<br />
Shapiro et al. propose an extension of the SBRC approach to estimate the large<br />
scale permeability of reservoirs using seismic emission (microseismicity) induced by<br />
fluid injection. They show that in a homogeneous medium the surface of the seismicity<br />
triggering front has the same form as the group-velocity surface of the low-frequency<br />
anisotropic second-type Biot's wave (i.e. slow wave). The approach is generalized for<br />
a 3-D mapping of the permeability tensor of heterogeneous reservoirs and aquifers.<br />
An equation describing kinematical aspects of triggering front propagation in a way<br />
similar to the eikonal equation for seismic wavefronts is derived and used to invert for<br />
the hydraulic properties of rocks. The method is applied to several data sets and tested<br />
on numerical models.<br />
Rindschwentner implemented a new algorithm for estimating a permeability tensor<br />
at reservoir scale using hydraulically induced seismicity. With the new algorithm data<br />
sets from Soultz-sous-Forêts (France), the KTB site (Germany) and Fenton Hill (USA)<br />
were reprocessed and thus the algorithm tested. The algorithm facilitates the interpretation<br />
of possible fluid flow paths.<br />
Müller et al. propose a broad frequency range theory to describe seismic primaries<br />
(time harmonic and transient transmissivities) in statistically isotropic heterogeneous<br />
3-D and 2-D media. This formalism is a 3-D analog of the O'Doherty and Anstey