the processes and timescales that produce zoning and homogeneity in magmatic systems

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The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems George Bergantz, Olivier Bachmann and Philipp Ruprecht University of Washington

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The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems. George Bergantz, Olivier Bachmann and Philipp Ruprecht University of Washington. How to Link Observations Across Scales?. How to expand our toolbox for magma forensics? - PowerPoint PPT Presentation

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Page 1: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

The Processes and Timescales That Produce Zoning and

Homogeneity in Magmatic Systems

George Bergantz, Olivier Bachmann and Philipp Ruprecht

University of Washington

Page 2: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

How to Link Observations Across Scales?

How to expand our toolbox for magma forensics?

What are the dynamic templates that produce large scales?

How are they reflected at the crystal scale?

Page 3: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Three types of zoning patterns thatcommonly occur in ignimbrites

Page 4: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Mechanisms to produce compositional gaps and gradients

Page 5: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Type of gradient

Abrupt Linear (monotonic)

Not measurable

Archtypal Examples

Crater Lake, Aniakchak, Toconao-Atana, Katmai (Payne et al., V21C-2122), Chaitén (Lowenstern et al., V43D-2180)

Bishop Tuff, Huckleberry Ridge Tuff,Bandelier Tuff

Monotonous Dacites (Fish Canyon Tuff, Lund Tuff, Cerro Galan)Rhyolites (Taupo)

Gradients in ignimbrites (See Table 1 in text)

Page 6: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Compositional Gap (“Daly Gap”)

Fig. 2 from paper

Page 7: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

CF-induced Daly GapSame P-T, isotopic ratios

Trace element concentration = crystal fractionation

Interstitial melt in mafic (crystal-rich) end-member compositionally similar to silicic end-member

(Crustal melting unlikely)

Page 8: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Interstitial melt expulsion from crystal-rich mushesBachmann and Bergantz, 2004

1. Crystal-melt separation time within longevity of magma chambers

2. Melt expulsion enhancers (gas-driven filter-pressing, earthquake fluidization)

Page 9: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Type of gradient

Abrupt Linear (monotonic)

Not measurable

Archtypal Examples

Crater Lake, Aniakchak, Toconao-Atana, Katmai (Payne et al., V21C-2122), Chaitén (Lowenstern et al., V43D-2180)

Bishop Tuff, Huckleberry Ridge Tuff,Bandelier Tuff

Monotonous Dacites (Fish Canyon Tuff, Lund Tuff, Cerro Galan)Rhyolites (Taupo)

Gradients in ignimbrites (See Table 1 in text)

Page 10: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

(Hildreth and Wilson, 2007)

Page 11: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Gradients require mixing- what do we need? Stretching + Folding: Circulation (many scales of strain)Mixing requires a:

1) a magma chamber

2) paddle, thermal plumes, crystal plumes, bubble plumes, compositional effects

3) an energy source- some change in the environment to produce kinetic energy

Page 12: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Well, What Dictates the Dynamic Template?

The Reynolds number:

Re uL

Most of us know that this number delimts three regimes:

1) Re << 1, laminar flow, neglect inertia

2) Re > 104, fully turbulent, self-similar flow MIXING TRANSITION

3) 104 > Re >1 chaotic advection, both inertia and viscosity important

Page 13: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Demonstrate dripping crystal plumes

See paper by Bergantz and Ni, 1999 cited in chapter

Page 14: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Mixing “Efficiency” For ‘system-wide’

mixing caused by vertical transport, e.g. some flavor of plume, Jellinek and others proposed the concept of “mixing efficiency.”

BUT be very careful about this concept- it is really a measure of STRATIFICATION

Jellinek et al., 1999Jellinek et al., 1999

Page 15: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Formation of a cap by escape from sill-like mush (instead of from the walls)

Unzoned cap

Bringing together types of zoning into a common framework

What happens in the cap?Top: cooling and assimilationBottom: T-buffered mush belowConvection in cap but weak, low-Reynolds number

Page 16: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Gaps and zoning- no big deal after all!

Page 17: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Processes that Produce Complexity in a Crystal Cargo

Mixing In-situ hyper-solidus recycling: dynamic

mush Concurrent melting, assimilation and

deformation

What are links to the dynamic templates?

Page 18: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Simulations of gas driven overturn with “smart” crystals

Movies from:

“Modeling of gas-driven magmatic overturn: Tracking of phenocryst dispersal and gathering during magma mixing” Ruprecht, Bergantz and Dufek, G3, v. 9, no. 7, 2008

Page 19: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Conclusions from simulations:

For 2x105 crystals report back: A single overturn is sufficient to gather

crystals onto a thin-scale from as much as a 100 m initial separation. Continued choatic stirring can increase these distances, in accord with natural examples.

Page 20: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

But what do crystals really remember?

Depends on rate of travel through regions of distinct chemical potential vs. rate at which crystals can record to changes

Damköler number:

If Da << 1, kinetics dominate

If Da >> 1, equilibrium assumption okay

advectionreaction

tDa t

Page 21: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Crystals as recorders of events in real-time

For rapid, e.g., gas driven overturn, crystal growth will lag and only record an “echo” of the process (Da << 1), but dissolution may reach Da ~ 1

For slower processes rate-limited by heat transfer, both growth and dissolution will have Da ~1 or more

Page 22: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Type of gradient

Abrupt Linear (monotonic)

Not measurable

Archtypal Examples

Crater Lake, Aniakchak, Toconao-Atana, Katmai (Payne et al., V21C-2122), Chaitén (Lowenstern et al., V43D-2180)

Bishop Tuff, Huckleberry Ridge Tuff,Bandelier Tuff

Monotonous Dacites (Fish Canyon Tuff, Lund Tuff, Cerro Galan)Rhyolites (Taupo)

Gradients in ignimbrites (See Table 1 in text)

Page 23: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Mostly in large, crystal-rich magmas with intermediate (dacitic) composition (Monotonous Intermediates)

Also true for large granodioritic batholiths (main upper crustal building block)

How to reach homogeneity on large volumes of viscous crystal-rich magmas?

Low Re convection inevitably leads to gradients???? How to retain homogeneity on large volumes?

New magma recharge will inevitably occur???

Homogeneity

Page 24: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

New mass injections limited to similar compositions?

Once a critical crystallinity is reached, silicic mushes act as density filter, buffer for T, C

But crystals often very strongly zoned…

Page 25: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Spectacular small-scale disequilibrium in FCT, a “homogeneous intermediate”

Reflects a long history of overturn

(Charlier et al., 2007)

Page 26: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Time scales have dual nature: homogeneity at the large scale, heterogeneity at the small scale

Toba: chem oscillations in allanites > .4 M.y. before eruption; cycling of crystals through hyper-solidus domains (Reid et al.)

Bandelier Tuff: reheating prior to eruption (Wolff et al.) Fish Canyon: reverse mineral zoning, complex crystal

compositions (Bachmann, Charlier et al.) Tuolumne Intrusive Suite: complexly zoned zircons, Spirit Mtn., Mojave system: complex rejuvenation of

intrusive sheets, zoned zircon (Miller et al.)

Page 27: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Lengthscale-dependent mixing

Some bulk mixing must occur Crystals record a changing

environment- not just change in intensive variables

Zoning patterns different in juxtaposed crystals

Homogeneous at hand sample scale

Page 28: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Large silicic system are NOT just “strips” of rhyolite- geophysical evidence: Long Valley Caldera. Very different from Mt. St. Helens.

New injections of basalt or intermediate magma common

Page 29: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Unzipping

1. Sluggish convection regime• Gradients induced by crystal plumes, assimilation,

mixing• As system grows, assimilation and mixing become

more transparent• Lock-up from floor as crystal accumulation reaches

~50 %vol Cooling slows down (at least by a factor of 2) New magmas can not mix in => Heat plate

2. Unzipping

Page 30: The Processes and Timescales That Produce Zoning and Homogeneity in Magmatic Systems

Thanks