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3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

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Page 1: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

3D seismic imaging of the earth’s mantle

Barbara Romanowicz

Department of Earth and Planetary ScienceU.C. Berkeley

Page 2: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 3: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Surface waves

Page 4: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

P

Surface waves

P S SS

Surface waves

Loma Prieta (CA) 1989 M 7 earthquake observed at KEV, Finland

Page 5: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 6: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Shearer, 1991

Global Transverse Component Stacks

Page 7: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 8: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

After Park et al, 2005After Park et al, 2005

Page 9: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Sumatra 12/26/04 M9.3 (0.8 to 2.2 mHz)

CAN

UNM 0S7

0S9

3S2

0S6

1S4

0S11

1S5

1S3/3S1

0S8

0S5

0S0

200 hours starting 10 hours before origin time

0S10

0S12

mHz x10

0S5

0S13

Page 10: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 11: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

PRELIMINARY REFERENCE EARTH MODEL (PREM)

Dziewonski and Anderson, 1981

Radius [km]

SolidInnerCore

LiquidOuterCore

LowerMantle

Uppermantle

63711210 34800 5700

Page 12: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 13: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 14: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 15: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 16: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

(Albarède and van der Hilst, 1999

Page 17: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Van der Hilst et al., 1998

P-wave travel time tomography

Page 18: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 19: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

SH

SV

S wave tomography

Page 20: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Montagner, 2002

= (Vsh/Vsv)2

Seismic Anisotropy

Page 21: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Motivation for seismic Q tomography:

Faul and Jackson, 2005

Page 22: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

3D Shear Velocity Models

Page 23: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

“SH models” “SV models”

Gung et al., 2003

Page 24: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

S velocityModel:SAW24B16

Page 25: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

AB CD

“Pacific Superplume”

Q-1

Hawaii

Page 26: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

MN

ST

African “superplume”

ElasticSAW24B16

Q-1

Page 27: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Panning and Romanowicz, 2004

ISOTROPIC VELOCITY

RADIAL ANISOTROPY

= (VSH/VSV)2

Page 28: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Wang andWen, 2005

dlnVs ~-3- -12%

Ni and Wen, 2005

AfricanSuperplume

Page 29: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Vs

V

Ishii and Tromp, 2000

Depth ~ 2800 km

Page 30: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Garnero, 1998

Page 31: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Courtillot et al., 2003

Page 32: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

The Earth’s inner core

Page 33: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 34: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Anomalous splitting of core sensitive modes

Data

Model

Page 35: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Mantle mode

Core mode

Page 36: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

(Tanaka and Hamaguchi, 1995)

Hemispherical dependence of anisotropy

Page 37: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Garcia and Souriau, 2002

Page 38: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Innermost Inner Core ?

Ishii and Dziewonski, 2003

Page 39: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Differential rotation of the Inner Core

Page 40: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Published by AAAS

J. Zhang et al., Science 309, 1357 -1360 (2005)

Fig. 1. Ray paths of PKP waves and example of waveform doublet used to detect temporal change of travel times through the inner core

Page 41: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Published by AAAS

J. Zhang et al., Science 309, 1357 -1360 (2005)

Fig. 1. Ray paths of PKP waves and example of waveform doublet used to detect temporal change of travel times through the inner core

Page 42: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Published by AAAS

J. Zhang et al., Science 309, 1357 -1360 (2005)

Fig. 4. Difference of BC - DF times, d(BC - DF), at station COL as a function of the time separation between the two events of the doublet

Page 43: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Bréger et al., EPSL, 2000

Map: enhanced tomographic map atThe core-mantle boundary

STRONG MANTLE HETEROGENEITY?

Page 44: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Current Challenges

• Improving resolution of 3D structure:– Wave propagation in strongly heterogeneous 3D

media/waveform inversion– Address uneven sampling (oceans)– Fine scale structure of major discontinuities

• Attenuation tomography• 3D density structure

• Combining information from seismology, mineral physics, geochemistry and geodynamics

Page 45: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Cartoon from Cazenave, 2002

Page 46: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Garnero, Ann. Rev. 2000“Scenario for CMB”

Page 47: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Cartoon from Hellfrich and Wood, 2001

Page 48: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

“SH models” “SV models”

Page 49: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Fukao et al., 2001

Page 50: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

175 km

300 km

Transverse isotropy

dln = Vsh/Vsv

Page 51: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

- 0

- 100

- 200

- 300

- 400 km

Page 52: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Upper mantle:Q - lower mantle: Vsh

Degree 2 only

Page 53: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley
Page 54: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

QRLW8

Hotspot distribution

Weighted by buoyancy flux

Attenuation tomography

Page 55: 3D seismic imaging of the earth’s mantle Barbara Romanowicz Department of Earth and Planetary Science U.C. Berkeley

Anelastic attenuation: QRLW8

Gung and Romanowicz, 2002