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1 Prestack migrations to inversion John C. Bancroft CREWES 20 November 2001.

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Presentation on theme: "1 Prestack migrations to inversion John C. Bancroft CREWES 20 November 2001."— Presentation transcript:

1

2 1 Prestack migrations to inversion John C. Bancroft CREWES 20 November 2001

3 2 EOM Basics: Scatterpoint, RMS, Cheops Specular reflections Reflection angles Anisotropy: estimation modelling

4 3 Scatterpoint T 0, z Scatterpoint CSP

5 4

6 5

7 6 Scatterpoint reflection T 0, z Scatterpoint TrTr TsTs x h h CSP R CMP S

8 7 DSR

9 8

10 9 Pseudo depth

11 10 DSR

12 11

13 12

14 13

15 14 Prestack volume

16 15 Scatterpoint reflection T 0, z Scatterpoint TrTr TsTs x h h CSP R CMP S DSR

17 16 Cheops pyramid P-P h x t Scatter- point

18 17 Flat reflector - Cheops pyramid h t x

19 18 Dipping reflector-Cheops pyramid h t x

20 19 Shuang Sun Prestack migration aperture Fresnel zone AVO

21 20 Prestack incidence angle

22 21 Fresnel zone – zero-offset

23 22 Fresnel zone – offset

24 23 h t x

25 24 Migration amplitude vs aperture Twice Fresnel zone

26 25 Pavan Elapavuluri Estimate anisotropic parameters Seismic vs well-log velocities CMP gathers vs CSP gathers

27 26 Anisotropy estimation Thompsen parameters (1986) Haase (1998) Half offset less than depth

28 27 CMP Super gather

29 28 CSP gather

30 29 0.20 0.26 0.19 0.25 0.11 0.22 0.30 0.24 0.28 0.10 0.15 0.09 0.15 0.17 0.20 0.24 0.20 0.25 0.29 0.24 0.30 0.28 0.31  Actual  CMP  CSP

31 30 CMP Super gather

32 31 CSP gather

33 32

34 33 Marco Perez Gridded anisotropic traveltimes Tomographic velocity estimation

35 34   Isotropic   Anisotropic Phase velocity Group velocity Anisotropic velocities

36 35 h t 2 t 0 t 1 (t 2 -t 0 )  h t 2 t 0 t 1 2 -t 0 )  Three point projection

37 36  1  3 t 0 t 1 t 2 t 3 Interpolated points  1  3 t 0 t 1 t 2 t 3 Linear projection

38 37 Anisotropic traveltimes Anisotropic Isotropic

39 38 Jeff Beckett Matched filters Prestack converted wave migration Maximize SNR of image

40 39 Matched filters Signal detection in noise Cross-correlate with wavelet Event defined by zero-phase wavelet Maximize signal Band-limited noise

41 40 “Cheops pyramid”??? Converted wave

42 41 Prestack incidence angle

43 42 “Zoeppritz” P-S amplitudes

44 43 Time (s) 1 0 Example Shot Record Noisy P-S source record

45 44 Matched filter Conventional EOM stacks

46 45 Inversion and transpose Inversion Transpose Matched filtering

47 46

48 47 1D convolution

49 48 Matrix convolution

50 49 Multiple cross-correlations

51 50 Cross-correlations

52 51 Auto-correlations: Identity matrix

53 52

54 53 w n,m T s n T rmrm = Matched filter

55 54 Many inverse processes are transposes Transpose is equivalent to a matched filter Kirchhoff migration tends to a transpose process

56 55 That’s all folks Thanks to all the sponsoring companies

57 56


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