time-reversal acoustics, virtual source imaging, and seismic interferometry

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Time-reversal acoustics, virtual source imaging, and seismic interferometry Haijiang Zhang University of Science and Technology of China

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Time-reversal acoustics, virtual source imaging, and seismic interferometry. Haijiang Zhang University of Science and Technology of China. Time-reversal acoustics. Fink, 1997. Time-reversal and super resolution. - PowerPoint PPT Presentation

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Page 1: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Time-reversal acoustics, virtual source imaging, and seismic interferometry

Haijiang Zhang

University of Science and Technology of China

Page 2: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Time-reversal acoustics

Fink, 1997

Page 3: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry
Page 4: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Time-reversal and super resolution

More heterogeneous and scattered the medium between the source and the TRM, the more focused the time-reversed signal.

Page 5: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Time-reversed seismic location

– No picking required

– Automatic (real-time) location

– Using full waveforms

Page 6: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Virtual source method

Bakulin and Calvert, 2006

Sources Sk on the surface

Receivers in the borehole

The goal is to construct seismic record from virtual source to receivers.

Page 7: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Synthetic velocity models

Page 8: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Virtual source gather (at 900 m) Real source gather (at 900 m)

Page 9: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Constructing virtual source (VS) data

Ska (t) = wk (t) ˜ S ka (t)

Bakulin and Calvert, 2006

Page 10: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Problem: Overburden+statics defocus VSP migration

Redatum sources below overburdenLocal VSP migration

Solution: VSP -> SWP Transform (Calvert, Bakulin)

Applications

VSPVSP SWP

Shuster, SEG 09

Page 11: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

VSP Geometry

Offset (m)0 1000

Depth (m)

1500

3500 Time (s)

0

3

Reflection wavefield

(He , 2006)

Page 12: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

VSP Geometry

Offset (m)0 1000

Depth (m)

1500

3500

(He , 2006)

Time (s)

0

3

Reflection wavefield

superresolution

China

Page 13: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

VSP Salt Flank Imaging (Hornby & Yu, 2006)

? 98 geophones

120 shots

Overburden

Poor image of flank by standard migration

Page 14: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Interferometric Migration Result

Page 15: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry
Page 16: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Seismic Interferometry

• Interferometry is a family of techniques in which waves, are superimposed in order to extract information about the waves (from wikipedia).

• Seismic Interferometry involves cross correlating and stacking diffusive waves to extract Green’s functions.

Page 17: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Cross-correlation and stacking

Gsa(t): Green’s function from source s to a.e(t): Source time function.

Cross-correlation

Stacking: source averaging

Page 18: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Homogeneous medium

Circular sources

a) τ= -3T0

b) τ= -T0

c) Τ=10T0

Larose et al., 2005

Page 19: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Homogeneous medium

800 sources (partially covered)

a) τ= -3T0

b) τ= -T0

c) Τ=10T0

Page 20: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Heterogeous medium

800 sources (partially covered)

a) first-part coda b) late coda

Page 21: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

Time-reversal interpretation of the correlation process

Treat a as the virtual source

Page 22: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

(Weaver and Lobkis, Ultrasonics, 40, 435-439, 2002)

Page 23: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry

20 30 40 50 60 70 80 90 100 110-4500

-4000-3500-3000-2500

-2000-1500-1000

-500

0500

100015002000

-0.5-0.4-0.3-0.2-0.10.00.10.20.30.40.50.60.70.80.91.01.1

time (microseconds)

Pulse/echo

noiseautocorrelation

(Weaver and Lobkis, Ultrasonics, 40, 435-439, 2002)

Page 24: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry
Page 25: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry
Page 26: Time-reversal acoustics,  virtual source imaging, and  seismic  interferometry