Kinetic controls on the sulfide mineralization of komatiite-associated Ni-Cu-(PGE) deposits
Introduction
Magmatic Ni-Cu-PGE sulfide deposits are mostly related to mafic and ultramafic magmas, formed as the end product of formation, transportation and concentration of immiscible sulfide liquids that have scavenged chalcophile elements from silicate magmas (Rajamani and Naldrett, 1978, Campbell and Naldrett, 1979, Barnes and Lightfoot, 2005, Arndt et al., 2005, Naldrett, 2010, Mungall, 2014, Robertson et al., 2015a, Barnes et al., 2016, Barnes and Ripley, 2016). Mantle-derived mafic–ultramafic magmas are generally undersaturated in sulfide until immediately prior to or during emplacement (Keays, 1982, Lesher and Groves, 1986, Lesher et al., 2001, Fiorentini et al., 2010) due to the negative effect of decreasing pressure on the sulfur content at sulfide saturation (SCSS) (Wendlandt, 1982, Mavrogenes and O’Neill, 1999, Holzheid and Grove, 2002). In order to achieve sulfide saturation in mantle-derived magmas in low-pressure environments, either a reduction of SCSS or enrichment of sulfur content in melts, or both, should occur, which can be attributed to numerous processes, e.g., extensive crystallization, magma mixing, crustal contamination and introduction of external sulfur (Naldrett, 2011, Ripley and Li, 2013). Because Ni is strongly compatible in olivine, the formation of Ni-rich magmatic sulfide is favored by early sulfide saturation due to assimilation of S-rich siliceous metasediments (Mungall, 2005; Ripley and Li, 2013). Evidence for the addition of externally derived sulfur into ore-forming mafic–ultramafic magmas is supported by sulfur isotope evidence from many komatiite-associated deposits (Green and Naldrett, 1981, Ripley, 1981, Lesher et al., 1984, Lesher and Groves, 1986, Ripley et al., 1999, Ripley et al., 2003, Ripley et al., 2007, Ripley et al., 2010, Lesher, 1999, Lesher, 2007, Lesher, 2017). Melting of sulfidic wall-rocks and xenoliths derived from thermomechanical erosion by komatiite lava flows or stoping by mafic magmas is the quickest process for liberating crustal sulfur (Robertson et al., 2015b), generating economic sulfide liquids. However, it is commonly presumed that the stable coexistence of sulfide with host magma requires bulk dissolution of a sufficient amount of the external sulfide xenomelts to bring the entire magma volume to a fully equilibrated state of sulfide saturation, which is a time-consuming kinetic process due to the extremely low diffusivity of sulfur in basalts (Freda et al., 2005). This sulfide liquid is then assumed to extract the chalcophile elements from surrounding melts.
The deep-rooted assumption of thermodynamic equilibrium is often approximately valid, but not always. Transportation, deposition, re-entrainment and accumulation of sulfides to form the ore bodies are mostly controlled by various dynamic processes, e.g., conduit propagation, magma emplacement, channeled flow, and gravity-dominated backflow in the funnel-like openings of magma conduits (De Bremond d’Ars et al., 2001, Robertson et al., 2015a, Saumur et al., 2015, Mungall et al., 2015, Barnes et al., 2016, Barnes and Robertson, 2019, Yao et al., 2019). Nucleation and growth of sulfide droplets occurs via diffusion transport of sulfur and chalcophile elements from the host melt, under conditions that may remain far from equilibrium throughout the formation of magmatic Ni-Cu-PGE deposits (Mungall, 2002a). Relative to equilibrium thermodynamics, research efforts on the role of non-equilibrium thermodynamics in ore-forming processes are rare and sporadic despite their importance. At any given length scale, the process operating at the shortest time scale dominates complex magmatic processes (Barnes and Robertson, 2019), with the result that magma flow exerts critical controls on ore genesis.
Komatiite-associated magmatic Ni-Cu-PGE sulfide deposits contain ~8–10% of the global Ni resources (Hronsky and Schodde, 2006), and most of them formed in dynamic lava channels or magma conduits by incorporation of crustal sulfur via the erosion of underlying sediments (Lesher et al., 1984, Lesher et al., 2001, Williams et al., 1998, Williams et al., 2001, Williams et al., 2011, Lesher, 1999, Lesher, 2007, Lesher and Barnes, 2009). Their ore bodies are commonly localized in footwall embayments (Lesher et al., 2001, Lesher, 2007, Lesher and Barnes, 2009), which served as fluid dynamic traps. Komatiite-associated deposits provide penetrating insight into the complex ore-forming processes operating in vigorous magma flows, insights that may be transferrable to magmatic mineral systems in general. Here, we take the komatiite-associated deposits at Raglan area for instance, to develop a comprehensive model that addresses the approach to thermodynamic equilibrium by considering kinetics and dynamics in an erosive lava flow, making a solid step towards a more fully quantitative description of magmatic sulfide ore genesis.
Section snippets
Raglan Formation
Ni-Cu-(PGE) deposits situated in the Raglan Formation of the early Proterozoic Cape Smith Belt (~1.9 Ga) are among the best preserved and exposed examples of komatiitic basalt-associated deposits (Lesher, 2007). The Cape Smith Belt extends east–west for 375 km across the Ungava Peninsula of northern Québec and is preserved as part of the foreland fold and thrust belt to the Ungava Orogen (St-Onge and Lucas, 1993). Its southern domain is parautochthonous and composed of two stratigraphic groups:
Thermodynamics and kinetics of sulfide droplet
From the standpoint of equilibrium thermodynamics, the stable existence of sulfide in magmatic systems requires that the sulfur abundance in melt must exceed the SCSS which varies with pressure, oxygen fugacity, temperature, water content, compositions of silicate melt and sulfide liquid (Haughton et al., 1974, Shima and Naldrett, 1975, Wendlandt, 1982, Mavrogenes and O’Neill, 1999, Liu et al., 2007, Li and Ripley, 2009, Jugo et al., 2010, Ariskin et al., 2013, Fortin et al., 2015, Smythe et
Thermodynamic equilibrium model
For comparison, we first modelled the isenthalpic assimilation of substrate siltstone by komatiitic basalts at thermodynamic equilibrium without any consideration of kinetics, using the AlphaMELTS software (Ghiorso and Sack, 1995, Smith and Asimow, 2005). Isenthalpic modelling is performed in incremental steps, in each of which a small mass of crustal rocks with fixed enthalpy is added into the magma. A new thermodynamic state is determined by maximizing the total entropy of the assemblage at
Sulfide saturation – sufficient but unnecessary in natural systems
Attainment of sulfide saturation has been considered as the fundamental principle in the mineralization of magmatic sulfide deposits (Naldrett, 2010, Naldrett, 2011), and thus it is generally assumed that whatever pathway leads most directly to sulfide saturation is likely to represent the essential ore-forming process. Over the past decades, accumulating evidence proposes the assimilation and associated release of crustal sulfur as the key role in triggering sulfide saturation (e.g., Green and
Conclusions
We have developed a comprehensive model for the erosion and assimilation of sulfidic substrates by turbulently flowing lava in an attempt to account for the relative importance of three fundamental controls on sulfide composition (thermodynamics, kinetics and dynamics) in the komatiite-associated magmatic deposits of the Raglan area. Kinetic control on the collection of chalcophile elements by diffusion into sulfide xenomelts operates faster than the commonly presumed scenario wherein sulfides
Declaration of Competing Interest
The authors declare that they have no known competing financial interests or personal relationship that could have appeared to influence the work reported in this paper.
Acknowledgments
This work was funded by a TGI V Grant from Natural Resources Canada and Glencore Canada. Special thanks go to Drs. Steve Barnes, Michael Lesher and an anonymous reviewer for their thorough and insightful reviews of the manuscript. The editorial handling of the manuscript by Drs. Zoltan Zajacz and Jeffrey G. Catalano was very much appreciated.
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