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Boundary Layers & Magnetic Fields: Observations

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1 Boundary Layers & Magnetic Fields: Observations
Catherine L. Johnson Department of Earth and Ocean Sciences University of British Columbia, Vancouver A Few Overview References - Treatise on Geophysics, 2007 Core energetics, Nimmo, vol 8, ch. 2 (sections 2,4,5) Core-mantle interactions: Buffett, vol 8, ch. 12 Comparison w/ dynamo simulations: Christensen, vol 8, ch. 8, secn 4 Secular variation and historical field: Jackson & Finlay, vol 5, ch. 5 Paleofield (kyr time scales): Constable, vol 5, ch. 9 Paleofield (Myr time scales): Johnson & McFadden, vol 5, ch. 11

2 Boundary layers & dynamos
Mantle convective style: relationship of Qcmb to Qad Inner core solidification: latent heat and compositional buoyancy 3. Radioactivity in the core from Buffet, 2007 conduction: Moon - no dynamo remanent field stagnant-lid convection Mars - no dynamo, remanent field Venus - no dynamo, no remanence Mercury - likely dynamo plate tectonics Earth - dynamo

3 Boundary Layers and the Geodynamo
Are there observable geomagnetic diagnostics of boundary conditions? qcmb (mean and spatial variations), IC growth => time-averaged morphology and intensity, TAF => (paleo) secular variation, (P)SV => reversal rates & field structure during a reversal Are there observational constraints useful for building models of the geodynamo?

4 Boundary Layers and the Geodynamo
Are there observable geomagnetic diagnostics of boundary conditions? qcmb (mean and spatial variations), IC growth DATA: satellites: Bx, By, Bz since 1980 observatories, surveys: Bx, By, Bz centuries archaeomagnetic artefacts: |B|, direction kyr lake sediments, lavas: direction, |B| kyr lavas D, I, |B| Myr deep sea sediments I, relative |B|, D Myr Issues: temporal, spatial distribution, not full vector measurement, paleo-site position

5 Longevity and Mean Intensity of Earth’s Field
0 - 5 Ma Ga Ma from Tauxe and Yamazaki, 2007 Since 3.5 Ga Intensity variations on both long and short time scales

6 Global Field Models TAF: Regularized inversions for SH coefficients (Guy - next week) Linear - Bx, By, Bz; non-linear - D, I, |B| PSV: Forward model statistical distributions of glm, hlm Simulate distributions of observables: D, I, |B|, dispersion

7 Historical Geomagnetic Field Behavior (Centuries)
Br in T at CMB: time average Model gufm1 Jackson et al., 2000 Persistent high latitude flux lobe => thermal coupling? Low secular variation, sBr, in Pacific => EM or thermal coupling?

8 Paleo-Field Behavior: I (Millenia)
DATA lake sediments archaeomag directions archaeomag intensity Model CALS7K.2 Korte & Constable, 2005 Br in T at CMB: ka time average Persistent high latitude flux lobes?

9

10 Paleo-Field Behavior: I (Millions of Years)
Models: time-averaged b/c limited temporal information Johnson & Constable, 1995 Kelly & Gubbins, 1997 Johnson & Constable, 1997 Historical Field: Jackson et al., 2000

11 Records of Reversals Br at CMB: UFM1: If ULVZ patches are metallic or metal-rich then during reversals, as dipole field decays currents are generated in patches resulting in a secondary field. Costin and Buffett (2003, submitted): Geometry of secondary field, generated in metallic or metal-rich patches during reversals and superposed onto transitional field due to dynamo, can govern VGP paths as observed. Confined VGP paths due to thermal or electromagnetic coupling? e.g., Costin & Buffett, 2004

12 Paleofield Models: Next Generation….
Continuous global models for Ma: temporal evolution, spectrum, statistics Reconcile / Merge different data types Time series of direction and relative intensity Large collection of new data from volcanics Calibration, spectrum


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