Sulfur isotopic zoning in apatite crystals: A new record of dynamic sulfur behavior in magmas
Introduction
The behavior of sulfur in magmas is inexorably linked to oxygen fugacity (fO2) due to the wide valence state variability of S, from S2− to S6+. Sulfur in magmas can exist as solid sulfate or sulfide phases, immiscible sulfide liquids, as ions in solution, or as a multi-phase gas and can therefore have complex evolution in magmatic rocks. Thus, the evolution of S phases during magmatic processes is challenging to constrain in natural systems. This is particularly true in ancient systems where the gas component is lost. Furthermore, for the intrusive parts of magmatic systems, complex mixing behaviors obscure the relative chronological constraints typically provided by melt inclusion-matrix glass comparisons applied to mafic extrusive rocks (Wallace and Edmonds, 2011, Cottrell and Kelley, 2011, Moussallam et al., 2014). The bulk ratio of plutonic to volcanic materials in continental arcs, for example, is up to 10:1 (White et al., 2006), indicating that the crustal-scale S phase distribution and related magma fO2 evolution are dominated by intrusive processes.
Dissolved S in magmas exists primarily in two valence states, sulfide (S2−) and sulfate (S6+), although intermediate valence ions may also be present (Métrich et al., 2009, Konecke et al., 2017). The transition from sulfide to sulfate (or vice-versa) as the dominant magmatic S species occurs over the range of fO2 typically observed in terrestrial magmas, from approximately nickel-nickel oxide buffer values of NNO+1 to NNO+3 (this corresponds to the quartz-fayalite-magnetite buffer [QFM] to QFM+2), suggesting that many magmas likely contain multi-valent S speciation (Carroll and Rutherford, 1988, Jugo et al., 2005, Jugo et al., 2010, Klimm et al., 2012). In addition to its sensitivity to fO2 changes, S also exhibits a strong isotopic fractionation as a consequence of bonding environments in different valence states of S2− and S6+ that can be several per mil (‰) at magmatic temperatures, with S2− relatively enriched in 32S and S6+ relatively enriched in 34S (Harrison and Thode, 1957, Sakai, 1968). The utility of direct measurement of this isotopic fractionation in volcanic glasses and melt inclusions is currently being explored via laboratory experiments and in natural sample suites (Mandeville et al., 2009, Moussallam et al., 2014, Fiege et al., 2014). Alternatively, in a scenario in which multiple valence states are present in a magma, an isotopic fractionation associated with each species will be inherited by crystallizing minerals that incorporate S as a major element (such as sulfide and sulfate minerals) or as a trace element. Efforts are underway to combine these records in volcanic systems (Beaudry et al., 2015). However, as noted, the non-linear, sometimes cyclical nature of the evolution of intrusive igneous systems (Miller et al., 2007, Cooper and Kent, 2014, Barboni et al., 2016) that crystallize to the solidus makes interpreting melt inclusion data challenging.
Apatite is recognized as a zoned carrier of S (Streck and Dilles, 1998, Tepper and Kuehner, 1999, Parat et al., 2002, Chambefort et al., 2008, Van Hoose et al., 2013, Stock et al., 2015) (Fig. 1), but calculating magma S concentrations from apatite S concentrations is hampered by several complications. Sulfate has a much higher partition coefficient in apatite then sulfide, causing the bulk partition coefficient of S into apatite to be highly fO2 dependent, in addition to dependencies on temperature (Peng et al., 1997, Parat and Holtz, 2005). This effect is layered on variability of the solubility of the multiple S species at changing pressure, temperature, compositional and fO2 environments (Carroll and Rutherford, 1988, Wallace and Carmichael, 1992, Ducea et al., 1994, Ducea et al., 1999, Clemente et al., 2004, Liu et al., 2007, Jugo, 2009, Baker and Moretti, 2011, Klimm et al., 2012).
In contrast, this study capitalizes on the partitioning of S into apatite as a high concentration trace element (0.1–1 wt.% SO3) (Ohmoto, 1986, Peng et al., 1997, Parat and Holtz, 2005), to make the first measurements of 32S and 34S isotopes at high precision in situ via secondary ion mass spectrometry (SIMS) (Fig. 1). Exploration of S concentration in concert with isotopic ratios yields unique information about the S behavior variations and the processes that drive them. This record has the added advantage of good preservation in plutonic rocks, such as the ones utilized in this study, and constraints provided by the relative chronology of crystal zoning.
Samples for this study are from the Cadiz Valley Batholith, a Cretaceous upper crustal California-type batholith (Howard, 2002, Barth et al., 2004). This batholith is representative of a family of intrusive suites, the observation of which has been integral to modern understanding of magmatic processes (Bateman and Chappell, 1979, Kistler et al., 1986, Coleman and Glazner, 1997, Paterson et al., 2011). These magmas were of the ‘cool, wet’ affinity (Deering et al., 2010) thus their generally low temperatures provide the highest likelihood of preserving mineral zoning that was minimally disturbed by diffusion. Indeed, fine-scale S zoning with sharp boundaries as shown by Streck and Dilles (1998) and found in this study suggest that that S substitution in apatite is highly resistant to diffusion (Fig. 1).
The mineral apatite is stable over a wide magma compositional range (Harrison and Watson, 1984, Piccoli and Candela, 2002) and is found in abundance information environments as diverse as lunar basalts and Yellowstone rhyolites (Boyce et al., 2010, Bindeman and Valley, 2001). The type of record documented here should be present in any system that is sufficiently oxidized to contain sulfate and that crystallizes apatite.
Section snippets
Samples
An axis of voluminous Cretaceous Cordilleran batholiths stretches across western North America, representing a canonical case of intrusive magmatic suites (Coleman and Glazner, 1997). Samples for this study are from the Cadiz Valley Batholith, located in the central Mojave Desert of Southern California. This batholith is Late Cretaceous (Barth et al., 2004) and was intruded at a pressure of ∼150 MPa, estimated from Al-in-hornblende barometry (Anderson, 1998). Evidence that a volcanic edifice
Methods
Apatite integrates high concentrations of S up to 2000 ppm or more, dominantly in the sulfate state into its crystal lattice in place of PO43− (Parat and Holtz, 2004, Parat and Holtz, 2005, Parat et al., 2011), although recent studies show that subordinate sulfide or sulfite components can be present (Konecke et al., 2017). The dominance of sulfate in studied apatites was confirmed via electron microprobe measurements (see Electronic Annex [E.A.]). These high S concentrations and the high
Results
Our electron microprobe survey revealed that apatites typically contain concentrations of ∼0.2 wt.% SO3, while some contain cores with concentrations up to 0.65 wt.% SO3. These grains demonstrate a drop in wt.% P2O5 of a correlative magnitude (see E.A.). Approximately 10% of apatite crystals contain high S cores that were subsequently surveyed in detail using S concentration mapping with pixel sizes ranging from 0.5 to 3 μm (Fig. 3A).
Data from individual grains are described in order of lowest rim
Processes that affect magma S concentration and isotopic ratios
First-order findings of this study include:
- 1.
Significant variations in S isotopic ratios are observed within individual apatite crystals and among apatites from a single hand-sample,
- 2.
These isotopic ratio variations are large considering the high temperatures typical of magmatic systems,
- 3.
Rims of these apatite crystals have equal or lower S isotopic ratios than cores,
- 4.
Where isotopic variations are observed, S concentrations and isotopic ratios are correlated.
Finding #1: Variability in isotopic ratios
Acknowledgments
This work was supported by the National Science Foundation Instrumentation and Facilities Program, Division of Earth Sciences, through the Ion Microprobe Laboratory at the University of California – Los Angeles (EAR-1029193 and EAR-1339051, PI T.M. Harrison). The laboratory of Mark Thiemens at University of California, San Diego provided bulk sulfur analysis, conducted by Terri Jackson. Electron microprobe analyses at UCLA were conducted with the assistance of Frank Kyte and Rosario Esposito.
Author contributions
Contributions to the manuscript of first-author Economos include: project design, identification of the main science question, sample preparation, analytical design, interpretation of results, consultation on modeling and manuscript writing. Contributions of second author Boehnke include: data collection, interpretation of results and consultation during manuscript writing. Contributions of third author Burgisser include: degassing modeling, interpretation of comparison between models and
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