Metamorphism The role of fluids Bjørn Jamtveit and Haakon Austrheim Physics of Geological Processes,University of Oslo, P.O.Box 1048 Blindern, N-0316 Oslo, Norway 2 The evolution of the Earth’s lithosphere is, in a major way, affected by metamorphic processes. This applies to its chemical and mineralogical composition as well as its physical properties on all scales from the nanometer scale to the size of the tectonic plates. Studies of metamorphism during the last couple of decades indicate that fluids may be as important in a changing lithosphere, as water is in the biosphere. History dependent observables of metamorphic rocks, such as their microstructures, compositional variations, deformation features etc, directly reflect the dynamics of fluid-rock interactions. The migration of the fluids produced during prograde metamorphic processes or consumed during retrogression, links metamorphism at depth to the evolution of the other Earth systems: The hydrosphere, the atmosphere, and the biosphere. THE EVOLVING LITHOSPHERE Most of the Earth’s lithosphere evolves under conditions where metamorphic processes are the dominant transformation mechanisms. From the early 80’s until quite recently, the metamorphic evolution of the Earth’s crust was to a large extent regarded as a more or less passive recorder of it’s pressure and temperature history as dictated by plate tectonic processes (cf. England and Thompson, 1984). Today, however, metamorphism is recognized to be almost as dependent on the presence of fluids, as biological systems are on the presence of water (Yardley, 2009). Fluid-rock interactions during metamorphism may, in a major way, control large-scale geodynamic processes by controlling: the mechanical strength and thus the support of mountain belts (Jackson et al., 2004); the density of the lithosphere and thus the subsidence of sedimentary basins (Kaus et al., 2005); and the volatile content of the mantle wedge during subduction processes, thereby affecting arc magmatism (Kerrick and Connolly, 2001). Even our ability to interpret the larger scale features of the lithospheric mantle through seismic waves may be affected by metamorphic volatilization processes (Boudier et al., 2009). 3 The release or consumption of fluids by metamorphism are two fundamentally different processes in the lithosphere. When magmatic or metamorphic rocks formed at elevated temperatures are exposed to water or other fluids at temperatures below the temperature of their formation, they usually react to form rocks with a higher content of volatile components. Retrograde metamorphism therefore depends critically on the nature and abundance of external fluids (Jamtveit et al., 2000; 2008). More than any other factor, including pressure and temperature variations, the timing of retrogressive metamorphism is controlled by the supply of external fluids. Near or at the Earth’s surface, similar reactions of rocks with fluids play an important role in weathering (Røyne et al., 2008), which may involve natural CO2-sequestration by carbonate precipitation (Kelemen and Matter, 2008; Oelkers et al., 2008). A fundamentally different situation arises when relatively volatile-rich sedimentary or metamorphic rocks experience prograde metamorphism. A key process in this case is the expulsion of fluid from the site of fluid generation (Connolly, 2010). Migration of fluids to and from the sites of retrograde and prograde metamorphism plays a key role in the global H2O and carbon cycles and ultimately in the coupling between metamorphism and the near-surface hydrosphere, atmosphere and biosphere realms (cf. Connolly and Kerrick, 2001; Svensen et al., 2004; Rupke et al., 2004; Kelemen and Matter, 2008; Bach and Frueh-Green, 2010). METAMORPHIC RATE CONTROLS Interpretations of metamorphic mineral assemblages and microstructures within the conceptual framework of equilibrium thermodynamics has provided valuable insights to the conditions of formation of metamorphic rocks (e.g. Spear, 1995). The equilibrium assumption is based on the idea that metamorphic reactions are fast compared to the rate of change in externally controlled variables, such as temperature and pressure. Although this may be a good approximation in some situations, the equilibrium approach has the very 4 unfortunate aspect that all history-dependent features of the rocks are ignored, thereby also excluding the most important sources of direct information about the underlying metamorphic processes that generated the rock of interest (figure 1). The central role of kinetics in controlling both microstructures and mineral assemblages in metamorphic rocks has been illustrated by numerous experimental, theoretical, and petrographic studies over the last two decades (see for example Rubie, 1998; Lüttge et al., 2004; Pattison and Tinkham, 2009, and references therein). Several of these studies point to slow nucleation as a key factor affecting overstepping of metamorphic reactions. Moreover, the realization that most metamorphic phase transformations take place by dissolution-reprecipitation reactions (Putnis and John, 2010) emphasizes the role of fluids as a central ingredient in metamorphism, even when their role is merely catalytic. Limited, or transient, availability of intergranular fluids have been put forward as the most plausible explanation for slow kinetics during regional metamorphism (Baxter, 2003). A generic rate law for metamorphic reactions may be expressed by three main terms: R ≈ k(T) Gn As Where R is the rate of reaction (for example in mol/m3s), k(T)is a temperature dependent kinetic rate constant, G is the ‘overstepping’ of the equilibrium condition (or chemical affinity), n is a constant, and As is the specific surface area. In most models of metamorphic kinetics, the reaction rate, R, falls with time because the reactions tends to push the system towards equilibrium and thus reduces the affinity of the reaction. In addition, as the reaction progresses, the area of reactive mineral surface will normally be reduced as the amounts of reactants diminish, and the reactant grain may be shielded from the fluid by product phases (cf. Martin and Fyfe, 1970). Such models do however, largely ignore, the complexity of reactive fluid-mineral interfaces. Recent studies have demonstrated that the processes taking place at the interface across which fluids and minerals interact may be far more complex than hitherto thought. The interface itself may evolve in a highly dynamic way 5 leading to a wide range of structures, including complex pore structures and fracture patterns (cf. Putnis, 2009; Renard et al, 2009; Raufaste et al., 2010). Most importantly, these surface processes may generate reactive surface areas much larger than those predicted by existing reactive-transport models, and keep generating new surface area by fracturing and porosity generation as the reactions proceed. As discussed below, this is absolutely essential for the rate of volatilization processes in the Earth crust. Mechanical effects in particular, may cause an increase in reactive surface area by reaction driven fracturing processes, so that the reaction rate may, for a while, accelerate with time rather than slowing down continuously after the onset of reaction (Røyne et al., 2008; Jamtveit et al., 2009). For small systems, such as mineral inclusions, mechanical effects may have the opposite effect and slow down or even halt metamorphic reactions by preventing the system from expanding – a phenomenon known as mechanical closure (Schmid et al., 2008). FLUID PRODUCTION Prograde metamorphism will in most cases produce fluids through devolatilization reactions. These fluids will have a tendency to move upwards due to the effect of gravity acting on the difference between their density and the density of the surrounding rock. Thus, it has long been recognized that rocks undergoing prograde metamorphism may only have a discrete fluid phase when devolatilization reactions actually take place (Walther and Orville, 1982). If the rate of fluid production is high relative to the rate at which fluid can escape through preexisting permeability, fluid escape will be associated with local hydrofracturing (Flekkoy et al., 2001). Evidence for this is seen in abundant veining during regional metamorphism of volatile-rich rocks (e.g. Fisher and Brantley, 1992; Cesare, 1994; Widmer and Thompson, 2001). The intimate coupling between devolatilization reactions and fluid migration is emphasized by numerical modeling (Connolly and Podladchikov, 1998; Connolly, 2010). These models suggest that fluid loss, even on a crustal scale, may be 6 focused by the generation of porosity waves (focused pulses of fluids). The existence of such ‘waves’ is supported by observations of pipe-like fluid release structures associated with sill intrusions in sedimentary basins where the heat from the sills drives fluid production and fluid pressure increase (figure 2; Jamtveit, et al. 2004). Recent studies have provided strong evidence that metamorphic fluid release of greenhouse gasses from carbon-rich sedimentary rock have triggered some of the largest climate changes, and associated extinctions, in the history of the Earth (Svensen et al., 2004; Svensen and Jamtveit, 2010). FLUID CONSUMPTION When metamorphic rocks experience a period of cooling, they will often not back-react with fluids to form a lower temperature mineral assemblage. The main reason is that fluids produced during prograde metamorphism escape, and are no longer available for retrograde reactions. Supply of external fluids is therefore critical for the progress of retrograde metamorphic reactions. Furthermore, if such external fluids are supplied, they are likely to be strongly out of equilibrium with the rock in which they infiltrate. Consequently, retrograde volatilization reactions are often fast and they may produce a variety of complex patterns and features typical of far-from-equilibrium systems. In a system that is essentially closed to all major components, except the externally supplied volatile components (usually H2O or CO2), volatilization reactions will normally result in a significant increase in the total solid volume. Under ‘far-from-equilibrium’ conditions, this may produce local overpressures far beyond what is required to fracture the rock (cf. Ostapenko, 1976; Wheeler, 1987). Since the fracturing generates new surface area where volatilization reactions may start, this tends to speed up the overall rate of volatilization and allows pervasive fluid-rock interaction at considerably larger scales than would otherwise be possible. In the following, we examine important examples of such fracturing assisted volatilization processes. 7 Serpentinization Serpentinization is probably the most important metamorphic hydration processes. The reaction of olivine-rich mantle derived peridotites to form serpentinites is associated with a reduction in rock density from ca. 3.3 g/cm3 to less than 2.7 g/cm3. Hydration of end-member forsterite (Mg-olivine) can be described by the reaction: (1) 2Mg2SiO4 + 3 H2O = Mg3Si2O5(OH) 4 + Mg(OH) 2 forsterite + water = serpentine + brucite In a natural system the Fe-component of the original olivine will be at least partly absorbed by a corresponding Fe-component in the brucite. This component may subsequently be involved in a very important redox reaction that oxidizes ferrous Fe to form magnetite (Fe3O4) and hydrogen in the water is reduced to form H2 (Peretti et al., 1992; Bach et al., 2006) which may sustain hydrogen-based microbial communities (Takai et al., 2004). In the presence of carbon, serpentinization may be responsible for the production of CH 4 that’s seeps out at midoceanic ridges (Charlou et al., 1998). This environment with possible production of abiotic metane and other hydrocarbons is regarded as the most likely location for the origin of life (Konn et al., 2009). Complete serpentinization results in a solid volume increase of nearly 50%, and causes a pronounced change in rheology, magnetic properties, and porosity. Reaction (1) furthermore produces considerable heat (≈290 kJ/kg forsterite consumed), and serpentinization has been suggested as an explanation of observed heat flow anomalies in oceanic basins (Delescluse and Chamot-Rooke, 2008). The rate of serpentinization is at a maximum at a temperature close to 300C (Martin and Fyfe, 1985; Wegner and Ernst, 1983). At lower temperatures, the kinetic constant for the serpentinization reaction (k(T)) limits the overall rate. At higher temperatures, the approach to equilibrium reduces the affinity of the hydration reactions (G) and thus its rate. The higher the reaction rate (and the concomitant rate of rock volume increase), relative to the rates of ductile 8 deformation mechanisms, the more probable it is that serpentinization will cause fracturing, because there is insufficient time for the rock to accommodate the extra volume generated. Figure 3 shows fracture patterns developed in serpentinized peridotes. The characteristic length-scales of the fractures vary over more than 4 orders of magnitude from a few meters to less than 100 microns. Natural CO2-sequestration In the presence of C-bearing fluids, carbonation of peridotites (figure 4) is produces even more heat than hydration reactions, and these reactions are expected to be even faster than hydration at temperatures below 200C (cf. Kelemen and Matter, 2008). Carbonation is a natural CO2-sequestration process, and although the maximum rate of carbonation occurs at temperatures below the ‘metamorphic regime’ (150-200C, depending on pressure), the physical and chemical processes involved (as well as their coupling) are very similar. Petrographic studies indicate that infiltration of C-bearing fluids into peridoties often utilizes pre-existing fractures associated with sea-floor serpentinization. However, it is also evident that the carbonate growth itself produces sufficient ‘swelling pressure’ (cf. MacDonal and Fyfe, 1985) to generate additional fractures. There is little doubt that both serpentinization and carbonation of peridotites it to a major extent influenced by mechanical processes, in particular generation of reactive surface area by fracturing over a large range of scales. Mechanical effects Most experimental studies on the rates of metamorphic reactions have been carried out using fine-grained rock powders, no fracturing is observed. However, this does limit the relevance of such experiments, and kinetic theories based on these, to fluid-rock reactions in natural systems. Peridotites, in particular, are often coarse grained and almost invariably undergo extensive fracturing during reaction with fluids (cf. MacDonald and Fyfe, 1985; O’Hanley, 1992; Iyer et al., 9 2008). Some of this fracturing may occur as a response to far field (tectonic-) stresses, however, there is ample evidence that the volume change associated with the serpentinization process itself may generate stresses sufficient to fracture rocks and mineral grains under a range of conditions (cf. Iyer et al., 2008; Jamtveit et al., 2008). To our knowledge, no experimental studies have so far examined the effect of fracturing on metamorphic reactions rates. However, numerical models (cf. Jamtveit et al., 2008; Røyne et al., 2008) have produced micro- and outcrop-scale structures very similar to those observed in natural systems (figure 5). A key feature of such models is that the reaction-driven fracturing accelerates the rate of reaction by increasing the reactive surface area (Ar) at an early stage of the reaction. Furthermore, because the length of the fractures may easily exceed the typical diffusion distances, the overall volume of rocks affected by reaction with fluid will be much larger than predicted by a pure reaction diffusion model. This argument is further strengthened by the fact that reactions that consume fluids normally produce an increase in the solid volume, and in the absence of fracturing, pre-existing porosity would rapidly be clogged by the reaction and the reaction would stop due to lack of fluids. METASOMATISM: OPEN VERSUS CLOSED SYSTEMS The issue of how to deal with thermodynamic equilibrium in open systems relevant to metamorphic rocks was the subject of heated debate in the 1950s and 1960s (cf. Weill and Fyfe, 1964, and references therein). In the context of the preceding discussions on metamorphic kinetics, the question of how to deal with open systems reappears as a central issue in petrology. The main challenge is the coupling between mass transfer and stress generation. In a reacting rock volume, where open system behavior is possible, two limiting scenarios are possible. The system may change its volume and thus cause perturbations to the local stress field, or it may maintain a constant volume by exchanging mass with its environment. In practice, a combination of these scenarios will occur, but one or the other is often dominant. 10 The limited amounts of fluids available during metamorphism often put severe constraints on ‘open system behavior’. The early stages of sea-floor serpentinization usually lead to very modest changes in rock composition (Bach et al., 2006). This stage is invariably associated with extensive fracturing and formation of characteristic mesh textures (cf. figure 5c). Later alteration under more open-system conditions appears to be more of a volume for volume replacement process. Volume for volume replacement also seems to be common in other metamorphic processes characterized by high fluid fluxes, such as albitization, rodingitization, scapolization etc. The settings in which these processes occur are usually connected to regions with high thermal gradients, such as around cooling intrusives, or localized zones of deformation that act as fluid channels. Pervasive retrogressive metamorphism outside such zones is almost invariably associated with reaction-driven fracturing, highlighting the general importance of mechanical processes for fluid-rock reactions in the lithosphere. FUTURE PERSPECTIVES Earth science is no longer a narrative about the past. Increasing the relevance of our science for resolving challenges connected to energy, environment, water, and other natural resources etc., demands more focus on the future of our planet. This requires more focus on the processes that shape our planet, than on its equilibrium states. The future of metamorphic petrology as a relevant field of research requires that we increase the focus on those features of metamorphic rocks that act as a memory of the underlying processes. Such features are not the equilibrium features. It is the opinion of the authors of this article that more focus on the complex patterns of metamorphic rocks, and in particular the microstructures and their coupling to both chemical and physical processes, may save metamorphic petrology from ending up as a largely anachronistic branch of geology. We furthermore believe that the role of fluids is essential in controlling the evolution of the lithosphere, and also firmly connects metamorphic processes to the evolution of the hydrosphere, biosphere and atmosphere. This is hopefully demonstrated through the accompanying articles in this volume of Elements. 11 ACKNOWLEDGEMENTS Reviews by Paul Meakin and Jamie Connolly are gratefully acknowledged. This study was supported by a Center of Excellence grant to the PGP (Physics of Geological Processes Center) from the Norwegian Research Council REFERENCES Agrinier P, and Cannat, M, (1997) Oxygen isotope constraints on serpentinization processes in ultramafic rocks from the Mid-Atlantic Ridge (23°N). Proc. ODP Sci. Results 153, pp. 381–388. Austrheim H (1987) Eclogitization of lower crustal granulites by fluid migration through shear zones. 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Satellite images from the Loriesfontein area in the western part of the Karoo Basin, South Africa. The dry landscape is dominated by a relatively flat topography with numerous circular hills. These hills, seen as bright "blobs" in the images, are hydrothermal pipes filled with brecciated and metamorphosed shale. The pipes formed as a result of methane degassing during contact metamorphism of black shale some 182.5 Ma. The dolerite intrusions responsible for the contact metamorphism are now located about 100 meters below the surface. The carbon gas made it to the paleosurface and contributed to global warming in the Jurassic (cf. Svensen and Jamtveit, 2010). The pipes are typically 100-150 meters in diameter (note the road in the upper left area of the image). 19 Figure 3. Serpentinization across scales. The field of view ranges over ca. 4 orders of magnitude, from ca. 10 meters (a) to 1 mm (c). a) Serpentinized peridotites from the Norwegian Caledonides at Røragen, near Røros (6233N, 1148’E). b) Tortoiseshell texture in serpentinized peridotite from the Mid-Atlantic ridge, Ocean Drilling Program Hole 670A, Sample 109-670A-5R-1 (Agrinier and Cannat, 1997). c) photomicrograph of mesh texture in partly serpentinized olivine crystal form the Leka ophiolite complex, Norway. 20 Figure 4. Examples of natural CO2 sequestration. a) Ophicarbonate from Røragen, SE Norway. Fractured clasts of serpentinite (green) in a calcite-dominated matrix. The fractures through the clasts are also filled with carbonate. Coin is 2 cm across. b) Back scattered electron (BSE-) image showing fractured olivine (light grey) partly replaced by calcite (Cc) surrounded by serpentine (dark grey). The fracturing is related to stresses set up by the serpentinization reaction. It is these fractures that allow carbon-bearing fluids to penetrate into fresh olivine grains. Sample from the Oman ophiolite. 21 Figure 5. Microstrutcures and mechanical models of fragmentation. a) Fracturing around partly serpentinized olivine crystals in a plagioclase matrix from a troctolite (Duluth gabbro). b) Discrete element model of fracturing around expanding polygons in elastic matrix (2 phase system) (see Jamtveit et al., 2008 for details). Blue ‘grains’ are completely unreacted, white are completely reacted. White lines are broken bonds. Fractures connect unreacted grains to regions in contact with a fluid and thus help propagating the hydration process. c) Mesh texture generated during serpentinization of olivine grain in partly serpentinized peridotites from the Leka ophiolite complex, Norway (see Iyer et al., 2008 for details). d) Discrete element model of fragmentation of rectangular domain (1 phase system) driven by reaction-induced swelling during reactions with a fluid that gets access to domain boundaries and fracture walls (Røyne et al., 2008). Color code as in b (numbers along the colored bar represents reaction progress 1.0=100% reacted).