mislocation important for body waves p in particular

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Mislocation important for body waves P in particular. How do we handle locations in tomography?. Iterative Relocation. Joint Inversion. Projection. Do numerical experiment. Make synthetic data for a known model but with event locations perturbed - PowerPoint PPT Presentation

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Page 1: Mislocation important for body waves                  P in particular
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Mislocation important for body waves P in particular

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How do we handle locations in tomography?

δt = Aδh + Bδv

P • δt = P • Bδv

P • A = 0

δt = Aδh → δt1 = δt − Aδ ˆ h

δt1 = Bδv → c1 = Bδ ˆ v

δt1 − c1 = Aδh → δt2

Iterative Relocation

Projection€

δt = γA B[ ]γ −1δh

δv

⎣ ⎢

⎦ ⎥

Joint Inversion

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Do numerical experiment• Make synthetic data for a known model but with event

locations perturbed

• Invert using the different relocation schemes and compare final models with original models

• Use P data (so upper mantle is not well-constrained)

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Model made using projection

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Original model

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Model from iterative relocation

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Original model

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20s P waves ordered by distance, 20--100 degrees

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After clustering….

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Diffracted Waves

• Coverage of CMB poor in existing models

• Diffracted waves travel along base of mantle

• Lots of data

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Coverage with ScS-S

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Need to correct for effect of crust

(don’t use station corrections)

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Shear velocity -- +-1% isovelocity surfaces

Includes S and SS cluster analysis data

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The effect of not using surface waves on the recovery of near-surface structure

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Large anomalies

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Still large--don’t see subduction zones

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Little of cratons left

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Scale change! Subduction!

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Possible slabs

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Superplumes or plume groups

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Improves resolution of structure near the base of the mantle

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Shear velocity -- +-1% isovelocity surfaces

Includes S and SS cluster analysis data

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70%

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80%

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50%

(without diffracted)

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