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

Slides:



Advertisements
Similar presentations
Green’s function representations for seismic interferometry Kees Wapenaar 75 th SEG meeting, Houston November 8, 2005.
Advertisements

Multi-Component Seismic Data Processing
Seismic interferometry: Who needs a seismic source? Roel Snieder Center for Wave Phenomena Colorado School of Mines
Center for Wave Phenomena Department of Geophysics Colorado School of Mines Golden, Colorado.
Locating Trapped Miners Using Time Reversal Mirrors Sherif M. Hanafy Weiping CaoKim McCarter Gerard T. Schuster November 12, 2008.
Local Reverse Time Migration with Extrapolated VSP Green’s Function Xiang Xiao UTAM, Univ. of Utah Feb. 7, 2008.
Local Reverse Time Migration with VSP Green’s Functions Xiang Xiao UTAM, Univ. of Utah May 1, 2008 PhD Defense 99 pages.
Reverse Time Migration Reverse Time Migration. Outline Outline Finding a Rock Splash at Liberty Park Finding a Rock Splash at Liberty Park ZO Reverse.
Depth (m) Time (s) Raw Seismograms Four-Layer Sand Channel Model Midpoint (m)
IntroductionUofU TestTime ShiftSuper-stackTucson TestSuper-resolution Locating Trapped Miners Using Time Reversal Mirrors Sherif M. Hanafy Weiping CaoKim.
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.
Primary-Only Imaging Condition Yue Wang. Outline Objective Objective POIC Methodology POIC Methodology Synthetic Data Tests Synthetic Data Tests 5-layer.
Joint Migration of Primary and Multiple Reflections in RVSP Data Jianhua Yu, Gerard T. Schuster University of Utah.
Overview of Utah Tomography and Modeling/Migration (UTAM) Chaiwoot B., T. Crosby, G. Jiang, R. He, G. Schuster, Chaiwoot B., T. Crosby, G. Jiang, R. He,
Seismic Interferometry: Instead of using just primary arrivals, you also use the multiples for a wider view.
Kirchhoff vs Crosscorrelation
Interferometric Extraction of SSP from Passive Seismic Data Yanwei Xue Feb. 7, 2008.
Wavelet Extraction using Seismic Interferometry C. Boonyasiriwat and S. Dong November 15, 2007.
1 Fast 3D Target-Oriented Reverse Time Datuming Shuqian Dong University of Utah 2 Oct
Virtual Source Imaging vs Interferometric Imaging Gerard T. Schuster, Andrey Bakulin and Rodney Calvert.
Interferometric Multiple Migration of UPRC Data
1 Local Reverse Time Migration: P-to-S Converted Wave Case Xiang Xiao and Scott Leaney UTAM, Univ. of Utah Feb. 7, 2008.
Demonstration of Super-Resolution and Super-Stacking Properties of Time Reversal Mirrors in Locating Seismic Sources Weiping Cao, Gerard T. Schuster, Ge.
Seismic interferometry by cross-correlation or deconvolution?
Seismic interferometry for passive and exploration data:
Multisource Least-squares Reverse Time Migration Wei Dai.
3D Wave-equation Interferometric Migration of VSP Free-surface Multiples Ruiqing He University of Utah Feb., 2006.
Seismic Scanning Tunneling Macroscope Gerard T. Schuster, Sherif M. Hanafy, and Yunsong Huang.
Goal: Learn about potential, principles and Format : Lecture, sometimes followed by exercise. Course project.. Topics : Deterministic interferometry, stochastic.
Detecting temporal velocity changes using various methods Haijiang Zhang University of Science and Technology of China.
6 months at CWP: Done a lot, but not done yet Or: how to deal with black magic by Dr. Ernst Niederleithinger Senior Scientist and Deputy Division Leader.
Seeing the Invisible with Seismic Interferometry: Datuming and Migration Gerard T. Schuster, Jianhua Yu, Xiao Xiang and Jianming Sheng University of Utah.
Observation of diffuse seismic waves at teleseismic distances
Prestack Migration Intuitive Least Squares Migration Green’s Theorem.
1 Local Reverse Time Migration: Salt Flank Imaging by PS Waves Xiang Xiao and Scott Leaney 1 1 Schlumberger UTAM, Univ. of Utah Feb. 8, 2008.
Seismic interferometry Kees Wapenaar with many contributions from: Deyan Draganov, Joost van der Neut, Elmer Ruigrok, Evert Slob, Juerg Hunzicker, Jan.
Ultrasonic reflectivity imaging with a depth extrapolation algorithm Ernesto Bonomi, Giovanni Cardone, Enrico Pieroni CRS4, Italy.
Green function retrieval versus Interferometric imaging Kees Wapenaar Deyan Draganov Delft University of Technology 2005 Joint Assembly May 25, 2005 New.
Reverse Time Migration of Prism Waves for Salt Flank Delineation
Super-virtual Interferometric Diffractions as Guide Stars Wei Dai 1, Tong Fei 2, Yi Luo 2 and Gerard T. Schuster 1 1 KAUST 2 Saudi Aramco Feb 9, 2012.
G. Schuster, S. Hanafy, and Y. Huang, Extracting 200 Hz Information from 50 Hz Data KAUST Rayleigh Resolution ProfileSuperresolution Profile Sinc function.
Seismic interferometry: a comparison of approaches Kees Wapenaar Deyan Draganov Joost van der Neut Jan Thorbecke Delft University of Technology.
Controlled Noise Seismology Sherif M. Hanafy 2015 SEG Annual Meeting New Orleans, October 2015.
The acoustic Green’s function in 3D is the impulsive point source response of an acoustic medium. It satisfies the 3-D Helmholtz equation in the frequency.
1.1 Seismic Interferometry Optical interferometry.
PROCESSING FOR SUBSALT IMAGING: A NEW AND FIRST TWO WAY MIGRATION METHOD THAT AVOIDS ALL HIGH FREQUENCY ASYMPTOTIC ASSUMPTIONS AND IS EQUALLY EFFECTIVE.
Lee M. Liberty Research Professor Boise State University.
The acoustic Green’s function in 3D is the impulsive point source response of an acoustic medium. It satisfies the 3-D Helmholtz equation in the frequency.
Reverse Time Migration
Interpolating and Extrapolating Marine Data with Interferometry
ABSTRACT –Basic Principles and applications
Making Marchenko imaging work with field data and the bumpy road to 3D
Velocity Analysis Using Surface-Seismic Primaries-Only Data Obtained Without Removing Multiples
Reverse Time Migration
Two New Applications of Time Reversal Mirrors: Seismic Radio and Seismic Radar Sherif M. Hanafy September 2010.
Virtual Shear Checkshot with Airguns
Interferometric Least Squares Migration
Acoustic Reflection 2 (distance) = (velocity) (time) *
Seismic Interferometry
Initial asymptotic acoustic RTM imaging results for a salt model
Virtual Shear Source: a new method for shear-wave seismic surveys
Direct horizontal image gathers without velocity or “ironing”
Han Yu, Bowen Guo*, Sherif Hanafy, Fan-Chi Lin**, Gerard T. Schuster
Virtual Source: new method for imaging and 4D below complex overburden
3D Seismic Processing Eric Verschuur AES 1530.
Seismic Interferometry and 3x3 Classification Matrix
—Based on 2018 Field School Seismic Data
Super-virtual Refraction Interferometry: Theory
Presentation transcript:

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

Time-reversed seismic location –No picking required –Automatic (real-time) location –Using full waveforms

Virtual source method Bakulin and Calvert, 2006 Sources S k on the surface Receivers in the borehole The goal is to construct seismic record from virtual source to receivers.

Synthetic velocity models

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

Constructing virtual source (VS) data Bakulin and Calvert, 2006

Problem: Overburden+statics defocus VSP migration Redatum sources below overburden Local VSP migration Solution: VSP -> SWP Transform (Calvert, Bakulin) ApplicationsVSPVSPSWP Shuster, SEG 09

VSP Geometry Offset (m) Depth (m) (m) Time (s) 0 3 Reflectionwavefield (He, 2006)

VSP Geometry Offset (m) Depth (m) (m) (He, 2006) Time (s) 0 3 Reflectionwavefield superresolution China

VSP Salt Flank Imaging (Hornby & Yu, 2006) ? 98 geophones 120 shots Overburden Poor image of flank by standard migration

Interferometric Migration Result

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 Greens functions.

Cross-correlation and stacking G sa (t): Greens function from source s to a. e(t): Source time function. Cross-correlation Stacking: source averaging

Homogeneous medium Circular sources a)τ= -3T 0 b)τ= -T 0 c)Τ=10T 0 Larose et al., 2005

Homogeneous medium 800 sources (partially covered) a)τ= -3T 0 b)τ= -T 0 c)Τ=10T 0

Heterogeous medium 800 sources (partially covered) a) first-part coda b) late coda

Time-reversal interpretation of the correlation process Treat a as the virtual source

(Weaver and Lobkis, Ultrasonics, 40, , 2002)