searching for earth’s lost oceans: an odyssey in mineral...
TRANSCRIPT
Searching for Earth’s Lost Oceans:
An Odyssey in Mineral Physics
J. R. Smyth
with (lots of) help from C. M. Holl, H. Spetzler(University of Colorado, Boulder)
S. D. Jacobsen (Carnegie)D. J. Frost,, F. Langenhorst, and C. A.
McCammon (Bayerisches Geoinstitut, Bayreuth)M. Manghnani and G. Amulele
(University of Hawaii)
H-cycling in the Deep Earth
• There has been running water (implying oceans) as far back as we can see in geologic time.
• Water controls the geology and biology of the planet.
• Are oceans the surface expression of a deeper reservoir?
H-cycling in the Deep Earth
• Water fluxes melting at ridges.– MORBs contain 0.1 to 0.3 wt % H2O– OIBs contain 0.6 to 1.5 wt % H2O
• Plates hydrate on ocean floor.• Plates dehydrate on subduction.
– Completely?
H-cycling in the Deep Earth
• 0.10 percent H2O by weight in the top 10 km of the descending slab is sufficient to recycle the oceans once over 4.5 billion years at current subduction rates.
Shear Wave Velocity Structure
4.4
4.6
4.8
5
5.2
5.4
5.6
5.8
300 350 400 450 500 550 600 650
Depth (km)
Shea
r Wav
e Ve
loci
ty (k
m/s
)
Dry Wadsleyite and Ringwooditeare too fast to be consistent with PREM model for olivine-rich upper mantle.(Duffy & Anderson, 1988)
H-cycling: Role of Nominally Anhydrous
Phases• Synthesis Experiments
– Olivine, Wadsleyite, Wads II, Ringwoodite
• Effects of H on Transition Depths• Effects of H on P and S velocities• Isotope Effects• Natural Samples
– Eclogites and Peridotites
Crystals are large enough
for single crystal X-ray and neutron diffraction and GHZ
ultrasonicsin DAC.
H-Cycling: Synthesis Experiments
• Synthesis (Bayreuth)• Characterization
– XRD single crystal (Boulder, Bayreuth)– TEM (Bayreuth)– IR / Raman (Bayreuth, Caltech, Oxford)– Mössbauer (Bayreuth)
• Property Measurements– Isothermal Compression (Boulder, APS)– Ultrasonic Vp and Vs (Bayreuth)
H-Cycling: Synthesis Experiments
• Olivine• Wadsleyite• Wadsleyite II• Ringwoodite
• Synthesis• Characterization
– XRD single crystal– TEM– IR / Raman– Mössbauer
• Property Measurements– Isothermal Compression– Ultrasonic Vp and Vs
Hydration of Olivine
• Olivine accepts up to 0.2 wt % H2O at 12GPa (Kohlstedt et al, 1996).
• Maybe up to 8000ppm in low silica runs• Hydration causes measurable volume
expansion• Hydration appears to involve divalent
cation vacancies principally at M2.• H becomes compatible at P > 10 GPa• Hydration may cause decreased bulk
modulus and seismic velocities.• H partitions strongly to wadsleyite.
Hydrous Wadsleyite
• 1.6[MgO]•0.2[Mg(OH)2] •1[SiO2]
• Up to 0.4 H pfu• H on non-silicate
oxygens• Si/(Mg+Fe) = 0.5• ρ = 3.36 g/cm3
• 3.0% H2O by weight• 10 % H2O by volume
Wadsleyite II (Spinelloid IV)
• 1.6[MgO]•0.2[Mg(OH)2]•1[SiO2]• May occur between wadsleyite and
ringwoodite (17.5 GPa @ 1400 ºC)• May require Fe3+, Cr or Al• May obscure 520km discontinuity
Wadsleyite II = Spinelloid IV
• Two new structure refinements• Calculated powder patterns• Polarized oriented FTIR + Visible• Raman• Mössbauer • TEM + Fe and Si ELNES• Isothermal bulk modulus
Wadsleyite II : New Data
• Wadsleyite II is Spinelloid IV• Wadsleyite II is a stable phase in TZ
– May require > 2% H2O by weight– May require > 1% trivalent cations (Fe,
Cr, Al)
• Wadsleyite II is difficult to recognize– XRPD, FTIR, Raman
• Wadsleyite II may obscure 525 km
Ringwoodite
• (γ-Mg1.63Fe0.22
H0.4 Si0.95O4)• ~10 % of Fe
present as ferric (Mössbauer)
• Dark blue color
Single-Crystal Compression to 11 GPa
Ringwoodite cell volume vs pressure
500
505
510
515
520
525
530
535
0 2 4 6 8 10 12
Pressure (GPa)
Unit
cell
volu
me
(Å^3
)
Ringwoodite Isothermal Compression to 11 GPa
(Single-Crystal)• Fo90 with ~8,000 ppm H2O• Third-order B-M fit
• KT = 169.0 ± 3.4 GPa• K’ = 7.9 ± 0.9
• One Percent H2O in Ringwoodite– = 600ºC on KT (at low P)
Compression to 45 GPaHydrous Ringwoodite Compression
440
450
460
470
480
490
500
510
520
530
540
0 5 10 15 20 25 30 35 40 45 50
Pressure (GPa)
Uni
t Cel
l Vol
ume
(Å^3
)
Ringwoodite Isothermal Compression to 45 GPa
• Fo90 with ~8,000 ppm H2O– Fourth-order B-M fit
– Kt = 166.6 ± 3.8 GPa– K’ = 7.6 ± 1.3– K” = -0.11 ± 0.11
• One percent H2O in ringwoodite– = 600ºC on KT (at low pressure)
Water in Ringwoodite
140145150155160165170175180185
0 1 2 3 4 5 6 7 8
Mol % H4SiO4
Bul
k M
odul
us (G
Pa)
Birch-Murnaghan EOS
• Fourth-Order• P=3K0fE(1+2fE)5/2{1+3/2(K’-4)fE +
3/2[K0K”+(K’-4)(K’-3)+35/9]fE2}
• Where finite strain, fE = [(V0/V)2/3 –1] /2• If truncated to second order, implied K’
– K’ = 4• If truncated to third order, implied K”
– K”= -1/K0 {(3-K’)(4-K’)+35/9}
Ringwoodite Compression Studies
• Bulk modulus decreases significantly with hydration.
• 1% H2O in ringwoodite = 600ºC.• Consistent with significant
hydration in TZ.
• Need better precision on K’ and K” as f(P,T,H) to constrain the amount of H that might be present.
Ringwoodite UltrasonicsAmbient (Jacobsen et al BGI)
• P and S velocity measurements:– Ghz Interferometry in Single Xtls– Vp = 9690 - 0.042 CH2O (m/s)– Vs = 5680 - 0.036 CH2O (m/s)– CH2O = ppm (wt) H2O
• One Percent H2O in Ringwoodite– = 600ºC on Vp (at Low P) (~4%)– = 1000ºC on Vs (at Low P) (~6%)
Shear Wave Velocity Structure
4.4
4.6
4.8
5
5.2
5.4
5.6
5.8
300 350 400 450 500 550 600 650
Depth (km)
She
ar W
ave
Vel
ocity
(km
/s)
Hydration of Wadsleyite and Ringwooditeis more consistentwith model shearvelocity structure
What New Data Are Needed?• Hydrous olivine
– Crystal Chemistry– EOS to 12GPa 1400ºC– Ultrasonics / Brillouin
• Hydrous wadsleyite– Crystal Chemistry– EOS to 10 GPa HiT– Ultrasonics / Brillouin
• Hydrous ringwoodite– Crystal Chemistry– EOS to 50 GPa (Hi T?)– Ultrasonics / Brillouin
Displacement of Phase Transitions
• Wadsleyite and ringwoodite accept more H than olivine or perovskite.
• H will move 410 to shallower depths.• H will move 660 deeper.• Effect of H on depth of 410 & 660 like
Low Temp • Effect of H on Vp & Vs like high Temp
Conclusions• The nominally anhydrous phases
in the mantle can incorporate many times the amount of H and O in the oceans.
• Observed seismic velocities are inconsistent with an anhydrous pyrolite transition zone.
• Velocities are consistent with 0.5 to 1.5 wt % H2O in TZ.
• Better EOS and EP data may be able to provide further constraints.
Conclusions
• Ocean volume need not be constant through geologic time.
• The oceans likely represent a dynamic equilibrium between surface and interior reservoirs.
Deuterium/Hydrogen ratios in the Solar System
• Estimated protosolar: ~ 2 x 10-5
• Earth: 1.5 x 10-4 (SMOW)• Mars: ~ 8 x 10-4
• Venus: ~ 2 x 10-2
• Jupiter and Saturn: ~ 2 - 2.5 x 10-5
• Neptune: ~ 6 x 10-5
• Comets, asteroids, interstellar dust: ???
D/H Fractionation of Mantle Minerals Relative to Phlogopite (after Bell and Ihinger, 2000). Fractionation increases with Pressure
Predicted D/H Fractionation
0
10
20
30
40
50
60
3000 3100 3200 3300 3400 3500 3600 3700 3800
O-H Stretching (cm-1)
D/H
Fra
ctio
natio
n R
elat
ive
to P
hlog
opite
Ringwoodite
Wadsleyite
Opx
CpxGarnetOlivine
Phlogopite
D-H Fractionation Increases With Pressure• High pressure phases prefer H• Water returned to surface is D-
enriched.• The nominally anhydrous silicates
are big, but not sufficient to hold the missing light H.
• If Earth were Proto-solar in value there would be a huge reservoir of light H in the interior.
• Lower mantle or core
How Does the Water Get There? Natural Samples: Eclogites
• Garnet: not much H– H4O4 tetrahedron large– Inhibited by pressure
• Clinopyroxene– HAlSi2O6 (hydro-jadeite)– 1000 ppm H2O by weight @ 4GPa– >5000 ppm at 10GPa
H-Cycling: Natural Samples
• Nominally anhydrous minerals in eclogite can carry 2000 ppm or more
• Olivine can incorporate 2000 ppm• 1000 ppm in crustal portion of slab can
recycle the ocean volume in 4.5 Gy(at current subduction rates).
• Ocean volume may have exchanged more than once.
Interior Reservoir?
• Oceans are only 0.025% of mass.• Chondrites are ~0.10 % H2O• Nominally anhydrous mantle minerals
can incorporate many times the ocean volume.
• Is there a large missing reservoir of H in the interior?
Wadsleyite II (Spinelloid IV)
• Wadsleyite • Imma or I2/m• a = 5.69 Å• b = 11.50 Å• c = 8.26 Å
• Wadsleyite II• Imma• a = 5.69 Å• b = 29.0 Å• c = 8.26 Å
Wadsleyite II = Spinelloid IV
• Two new structure refinements• Calculated powder patterns• Polarized oriented FTIR + Visible• Raman• Mössbauer • TEM + Fe and Si ELNES• Isothermal bulk modulus