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Rapid Centroid Moment Tensor (CMT) Inversion in 3D Earth Structure Model for Earthquakes in Southern California 1 En-Jui Lee, 1 Po Chen, 2 Thomas H. Jordan, 2 Philip Maechling, 3 Yifeng Cui, 2 Scott Callaghan 1 University of Wyoming, 2 University of Southern California, 3 San Diego Supercomputer Center

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Rapid Centroid Moment Tensor (CMT) Inversion in 3D Earth Structure Model for Earthquakes in Southern California. 1 En-Jui Lee, 1 Po Chen, 2 Thomas H. Jordan, 2 Philip Maechling , 3 Yifeng Cui, 2 Scott Callaghan 1 University of Wyoming , 2 University of Southern California, - PowerPoint PPT Presentation

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Page 1: Overview

Rapid Centroid Moment Tensor (CMT) Inversion in 3D Earth Structure Model for

Earthquakes in Southern California

1En-Jui Lee, 1Po Chen, 2Thomas H. Jordan, 2Philip Maechling, 3Yifeng Cui, 2Scott Callaghan

1University of Wyoming, 2University of Southern California, 3San Diego Supercomputer Center

Page 2: Overview

Overview

• Introduction• Methodology• Results• Reduce source errors for tomo. • (Near) Real-time application • Summary

Page 3: Overview

Introduction• Earthquake-prone

area• 244 broadband

stations• Seismic hazard

analysis• Realistic

interpretation of geological structures

Page 4: Overview

Introduction• 3D updated

velocity model: CVM4SI2

• Improved model better source estimations

Our current tomography results

4:45 pmBallroom D

Page 5: Overview

Source inversion

Automatic window picking

Broadband Data Waveforms

Selected Windows

NCC between data & synthetic

Measurements (NCC, dt, lnA)

Optimal CMT Solution

Bayesian inference

Page 6: Overview

Automatic window picking• Less heterogeneity effects : P, Pnl, S & surface

waves• Continuous wavelet transform (CWT)• Topological watershed (TW)

Page 7: Overview

Source inversion

Automatic window picking

Broadband Data Waveforms

Selected Windows

NCC between data & synthetic

Measurements (NCC, dt, lnA)

Optimal CMT Solution

Bayesian inference

Page 8: Overview

Synthetic seismograms• Any M is linear combination of elementary

seismograms M1 ~ M6• Different subgroups can represent the specific

solutions1

Kikuchi & Kanamori, 1991

Page 9: Overview

Measurements• NCC between data windows & synthetic

seismogram NCC, dt, lnA

Page 10: Overview

Source inversion

Automatic window picking

Broadband Data Waveforms

Selected Windows

NCC between data & synthetic

Measurements (NCC, dt, lnA)

Optimal CMT Solution

Bayesian inference

Page 11: Overview

Bayesian inference• Apply the Bayesian inference to different type

of measurements (Ncc, dt and lnA)• Assuming the measurements are independent• Select the CMT with highest probability

Page 12: Overview

Example of Yorba Linda event• 2002/09/03 Mw 4.3

Page 13: Overview

Results• Compare synthetic waveforms between 1D

multi-layer and 3D models

• An example of small earthquake (ML=3.13)

• Comparison of relocated depths

• Comparison of magnitude estimations

Page 14: Overview

Synthetic waveform comparisons

Page 15: Overview

An example of ML=3.13 earthquake

Page 16: Overview

Comparison of relocated depths

Page 17: Overview

An example of depth comparison

Page 18: Overview

Comparison of magnitude estimations

Page 19: Overview

Reduce source errors for tomography

Page 20: Overview

(Near) Real-time application• Using 10 sec of 2008 Chino Hills earthquake • find an optimal solution in 20 secs (4 cores)

Page 21: Overview

Summary• Rapid and accurate CMT solution

– Store RGTs rapid– 3D velocity structure accurate waveforms

• By applying Bayesian inference provide uncertainty estimates for the source parameters

• Potential application for (near) real-time source inversion (near) real-time ground motion forecast

• Probabilistic Seismic Hazard Analysis (PSHA) - CyberShake

Page 22: Overview

Thank You!

Go tohttp://www-rcf.usc.edu/~pochen/

for PDF preprints and reprints