Presentation is loading. Please wait.

Presentation is loading. Please wait.

Seismic interferometry by cross-correlation or deconvolution?

Published byMorris Lee Modified over 9 years ago

Similar presentations

Presentation on theme: "Seismic interferometry by cross-correlation or deconvolution?"— Presentation transcript:

1 Seismic interferometry by cross-correlation or deconvolution?
A tribute to Rodney Calvert Kees Wapenaar, Joost van der Neut, Elmer Ruigrok, Deyan Draganov, Evert Slob, Juerg Hunzicker, Jan Thorbecke, Roel Snieder Society of Exploration Geophysicists Las Vegas, November 11, 2008

2 Seismic interferometry A tribute to Rodney Calvert
Kees Wapenaar, Joost van der Neut, Elmer Ruigrok, Deyan Draganov, Evert Slob, Juerg Hunzicker, Jan Thorbecke, Roel Snieder Society of Exploration Geophysicists Las Vegas, November 11, 2008

3 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Seismic interferometry: obtaining new responses by cross-correlation (passive and active) Borehole imaging etc Reservoir monitoring Ultrasonic imaging Passive seismic imaging Regional tomographic imaging Salt-flank imaging Civil engineering Surface wave suppression CSEM imaging Crustal reflection imaging Volcano monitoring Passive GPR Passive ocean acoustics Atmospheric infrasound imaging Medical imaging Global-scale interferometry Seismoelectric imaging Improved modeling/inversion Lunar imaging

4 Time-reversed acoustics
Fink et al, 1990’s

5

6

7

8

9

10 Time-reversed acoustics
Fink et al, 1990’s Virtual source Calvert & Bakulin, 2004 Reservoir monitoring

11 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Virtual source Calvert & Bakulin, 2004 Reservoir monitoring

12

13

14

15

16 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Borehole imaging etc Reservoir monitoring

17 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 Borehole imaging etc Reservoir monitoring

18

19 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 Borehole imaging etc Reservoir monitoring Ultrasonic imaging

20 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 Surface wave retrieval Campillo et al., 2003 Borehole imaging etc Reservoir monitoring Ultrasonic imaging

21

22

23

24 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 Surface wave retrieval Campillo et al., 2003 Borehole imaging etc Reservoir monitoring Ultrasonic imaging Regional tomographic imaging

25 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Borehole imaging etc Reservoir monitoring Ultrasonic imaging Regional tomographic imaging

26

27

28

29

30

31

32 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Borehole imaging etc Reservoir monitoring Ultrasonic imaging Passive seismic imaging Regional tomographic imaging

33 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Seismic interferometry: obtaining new responses by cross-correlation (passive and active) Borehole imaging etc Reservoir monitoring Ultrasonic imaging Passive seismic imaging Regional tomographic imaging

34 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Seismic interferometry: obtaining new responses by cross-correlation (passive and active) Borehole imaging etc Reservoir monitoring Ultrasonic imaging Passive seismic imaging Regional tomographic imaging

35 sources ‘Virtual source’ receivers

36 sources source receiver ‘Virtual source’ receivers

37 receivers ‘Passive seismic’ sources

38 receivers source ‘Passive seismic’ sources

39 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Seismic interferometry: obtaining new responses by cross-correlation (passive and active) Borehole imaging etc Reservoir monitoring Ultrasonic imaging Passive seismic imaging Regional tomographic imaging Salt-flank imaging Civil engineering Surface wave suppression CSEM imaging Crustal reflection imaging Volcano monitoring Passive GPR Passive ocean acoustics Atmospheric infrasound imaging Medical imaging Global-scale interferometry Seismoelectric imaging Improved modeling/inversion Lunar imaging

40 Noise autocorrelation Claerbout, 1968 Time-reversed acoustics
Fink et al, 1990’s Fluctuation-dissipation Rytov, 1956 Interferometric imaging Schuster et al., 2001 Virtual source Calvert & Bakulin, 2004 Thermal noise correlation Weaver & Lobkis, 2001 3D passive seismic Delft, 2002 Surface wave retrieval Campillo et al., 2003 Seismic interferometry: obtaining new responses by cross-correlation (passive and active) Borehole imaging etc Reservoir monitoring Ultrasonic imaging Passive seismic imaging Regional tomographic imaging Salt-flank imaging Civil engineering Surface wave suppression CSEM imaging Crustal reflection imaging Volcano monitoring Passive GPR Passive ocean acoustics Atmospheric infrasound imaging Medical imaging Global-scale interferometry Seismoelectric imaging Improved modeling/inversion Lunar imaging

41

Download ppt "Seismic interferometry by cross-correlation or deconvolution?"

Similar presentations

Relations between reflection and transmission responses of 3-D inhomogeneous media Kees Wapenaar Department of Applied Earth Sciences Centre for Technical.

Relations between reflection and transmission responses of 3-D inhomogeneous media Kees Wapenaar Department of Applied Earth Sciences Centre for Technical.
Time-reversal acoustics, virtual source imaging, and seismic interferometry Haijiang Zhang University of Science and Technology of China.

Time-reversal acoustics, virtual source imaging, and seismic interferometry Haijiang Zhang University of Science and Technology of China.
Elastodynamic reciprocity theorems for time-lapse seismic methods Kees Wapenaar Menno Dillen Jacob Fokkema Centre for Technical Geoscience Delft University.

Elastodynamic reciprocity theorems for time-lapse seismic methods Kees Wapenaar Menno Dillen Jacob Fokkema Centre for Technical Geoscience Delft University.
Green’s function representations for seismic interferometry Kees Wapenaar 75 th SEG meeting, Houston November 8, 2005.

Green’s function representations for seismic interferometry Kees Wapenaar 75 th SEG meeting, Houston November 8, 2005.
Environmental and Exploration Geophysics II tom.h.wilson Department of Geology and Geography West Virginia University Morgantown, WV.

Environmental and Exploration Geophysics II tom.h.wilson Department of Geology and Geography West Virginia University Morgantown, WV.
Seismic Interferometry

Seismic Interferometry
On the relation between codas in seismic reflection and transmission responses Kees Wapenaar Deyan Draganov Jan Thorbecke Delft University of Technology.

On the relation between codas in seismic reflection and transmission responses Kees Wapenaar Deyan Draganov Jan Thorbecke Delft University of Technology.
Seismic interferometry: Who needs a seismic source? Roel Snieder Center for Wave Phenomena Colorado School of Mines

Seismic interferometry: Who needs a seismic source? Roel Snieder Center for Wave Phenomena Colorado School of Mines
One-way acoustic reciprocity and its application in time-lapse seismic By Kees Wapenaar Jacob Fokkema Menno Dillen Pieter Scherpenhuijsen Delft University.

One-way acoustic reciprocity and its application in time-lapse seismic By Kees Wapenaar Jacob Fokkema Menno Dillen Pieter Scherpenhuijsen Delft University.
Center for Wave Phenomena Department of Geophysics Colorado School of Mines Golden, Colorado.

Center for Wave Phenomena Department of Geophysics Colorado School of Mines Golden, Colorado.
Part II: The new Malargüe seismic array Workshop, Cambridge, April 19 th 2011 Elmer Ruigrok, Deyan Draganov and Kees Wapenaar.

Part II: The new Malargüe seismic array Workshop, Cambridge, April 19 th 2011 Elmer Ruigrok, Deyan Draganov and Kees Wapenaar.
Neustadt July 8, 2009 Seismic Interferometry by cross-correlation (CC) and by multi-dimensional deconvolution (MDD) using ambient seismic noise Deyan Draganov,

Neustadt July 8, 2009 Seismic Interferometry by cross-correlation (CC) and by multi-dimensional deconvolution (MDD) using ambient seismic noise Deyan Draganov,
Correlations 1 Surface waves and correlations  Correlation of time series  Similarity  Time shifts  Applications  Correlation of rotations/strains.

Correlations 1 Surface waves and correlations  Correlation of time series  Similarity  Time shifts  Applications  Correlation of rotations/strains.
1.5 -1.5 6.0-6.0 2100 Depth (m) Time (s) Raw Seismograms 0 2100 Four-Layer Sand Channel Model 0 0 0.8 Midpoint (m)

Depth (m) Time (s) Raw Seismograms Four-Layer Sand Channel Model Midpoint (m)
Wave-Equation Interferometric Migration of VSP Data Ruiqing He Dept. of Geology & Geophysics University of Utah.

Wave-Equation Interferometric Migration of VSP Data Ruiqing He Dept. of Geology & Geophysics University of Utah.
Wave-Equation Interferometric Migration of VSP Data Ruiqing He Dept. of Geology & Geophysics University of Utah.

Wave-Equation Interferometric Migration of VSP Data Ruiqing He Dept. of Geology & Geophysics University of Utah.
Paul Sava

Paul Sava
Seismic Interferometry: Instead of using just primary arrivals, you also use the multiples for a wider view.

Seismic Interferometry: Instead of using just primary arrivals, you also use the multiples for a wider view.
Kirchhoff vs Crosscorrelation

Kirchhoff vs Crosscorrelation
Interferometric Extraction of SSP from Passive Seismic Data Yanwei Xue Feb. 7, 2008.

Interferometric Extraction of SSP from Passive Seismic Data Yanwei Xue Feb. 7, 2008.

Similar presentations

Ads by Google