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Constructing Initial Models for Full Waveform Inversion using Strip-off Controlled Directional Reception Velocity Analysis : Strip-off CDR 속도분석법을 이용한 완전파형역산 초기모델 구축

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dc.contributor.advisor신창수-
dc.contributor.author박은진-
dc.date.accessioned2017-07-14T06:06:39Z-
dc.date.available2017-07-14T06:06:39Z-
dc.date.issued2016-08-
dc.identifier.other000000136468-
dc.identifier.urihttps://hdl.handle.net/10371/125444-
dc.description학위논문 (박사)-- 서울대학교 대학원 : 계산과학전공, 2016. 8. 신창수.-
dc.description.abstractThe controlled directional reception (CDR) method is a velocity analysis method using ray-tracing. It is one of the tomographic methods that use slope (or ray parameter), so it is often called the "slope tomography method". It does not require a pre-picking operation like traveltime tomography does. Auto-picked information from the local slant stack is regarded as more reliable than reflection traveltime picked directly from the seismic data. The method also provides more detailed information about the moveout than the imaging operator in migration-based velocity analysis (MVA). Therefore, we constructed a velocity macro-model using this strip-off CDR velocity analysis. When compared to the conventional CDR method, it increased the resolution of common receiver gathers (CRG) data and reduced computer storage space dramatically. Additionally, it improved the accuracy of the velocity model by using the migrated image as a background panel during the velocity analysis.

The results obtained by this method were applied to full waveform inversion (FWI) as the initial velocity model. In FWI, an exact initial model is important because it reduces instability and increases the probability of convergence to the global minimum. It is significant that the CDR model is first applied as the initial model of FWI. We confirmed good inverted results from two realistic synthetic data tests by comparison with the results obtained using the conventional Laplace inverted model and the linearly increasing model. In addition, the CDR macro-model has strength to seismic data with a weathered layer or short offset. Furthermore, it is possible to apply to multi-parameter inversion. Finally, we performed this method on real seismic data. Although we could not know the true velocity model for the real seismic data, we confirmed that the RMS error of the CDR model was lower than that of the Laplace inverted model. Additionally, the migrated images and common image gathers (CIGs) also proved that the inverted CDR model showed a good result.

Strip-off CDR velocity analysis has a disadvantage in computing time compared with Laplace domain inversion. However, even if the computation time is greater, the method has great value because of its high accuracy. In particular, it is expected to provide good results with difficult data, such as seismic data with a weathered zone or short offset, and so increase the accuracy compared with the conventional method. CDR velocity analysis also may be useful for work favoring higher accuracy over fast calculation time, such as some resource exploration and geological surveying. Furthermore, the good initial model can reduce computing time for inversion as well as increase the accuracy of the inverted results.

In summary, the macro-model obtained from strip-off CDR velocity analysis is suitable for frequency domain FWI. Three-dimensional exploration and exploration in complex terrains are being conducted more often, so seismic data with short offset or recording time are also encountered more frequently. This method will demonstrate strength with these seismic data. Additionally, it can be expected to be applicable to land seismic or ocean bottom seismic (OBS) data and also extend into other inversion fields such as multi-parameter inversion.
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dc.description.tableofcontents1. Introduction 1

2. Theory 8
2.1 Modeling and imaging equation 8
2.2 Ray parameter 12
2.3 Local slant stack 15
2.4 Stip-off CDR velocity analysis 18
2.5 Damped least-square method 21
2.6 Objective function ans source estimation in FWI 24
2.7 Constructing initial model using the Laplace FWI 32

3. Strip-off CDR processing 34
3.1 Seismic data sorting into CSG and CRG 34
3.2 Local slant stack and picking ray parameter 41
3.3 Combining CSG and CRG event 44
3.4 Constructing velocity macro-model for FWI 46

4. FWI on syntetic data 51
4.1 Overthrust synthetic model 51
4.2 Marmousi synthetic model 82

5. Application on the real data 103
5.1 CDR processing 103
5.2 FWI & Migration results 116

6. Discussion & Interpretation 126
6.1 Improvement of strip-off CDR method 126
6.2 Model-generation time and accuracy 130
6.3 Discussion on FWI results 134

7. Conclustion 136

References 138

초록 145
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dc.formatapplication/pdf-
dc.format.extent7797691 bytes-
dc.format.mediumapplication/pdf-
dc.language.isoen-
dc.publisher서울대학교 대학원-
dc.subjectControlled directional reception-
dc.subjectVelocity analysis-
dc.subjectInitial model-
dc.subjectFull waveform inversion-
dc.subjectray parameter-
dc.subject.ddc004-
dc.titleConstructing Initial Models for Full Waveform Inversion using Strip-off Controlled Directional Reception Velocity Analysis-
dc.title.alternativeStrip-off CDR 속도분석법을 이용한 완전파형역산 초기모델 구축-
dc.typeThesis-
dc.contributor.AlternativeAuthorEunjin Park-
dc.description.degreeDoctor-
dc.citation.pages147-
dc.contributor.affiliation자연과학대학 협동과정 계산과학전공-
dc.date.awarded2016-08-
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