Journal of Petrology | Volume 39 | Number 11-12 | Pages 1965-1973 | 1998
© Oxford University Press 1998
Complications to Carbonate Melt Mobility due to the Presence of an Immiscible Silicate Melt
Geophysical Laboratory and Department of Terrestrial Magnetism, Carnegie Institution Of Washington 5251 Broad Branch Road, Washington, DC 20015, USA
Received September 28, 1997; Revised typescript accepted May 21, 1998
| ABSTRACT |
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The relative interfacial energies of immiscible carbonate and silicate melts were investigate in olivine and clinopyroxene matrices. Carbonate melt has a higher melt–solid interfacial energy than does the coexisting silicate melt. The silicate melt therefore selectively wets the grain-edge channels between solid phases, excluding the carbonate melt to the center of melt pockets, away from grain edges. This prevents the carbonate melt from migrating independently of the silicat melt and the carbonate melt is unable to separate from the silicate melt in a solid-dominated assemblage. The carbonate melt will migrate effectively only after the silicate melt has solidified or by separating from the silicate melt within liquid-dominated reservoirs (sills, dikes, or chambers), unrestricted by solid interfaces. This relative wetting behavior may help explain the close association of carbonate and silicate magmas in alkali complexes, and their relative timing of emplacement. These results also place constraints on the generation and separation of derivative melts in carbonated silicate melt systems and on the style and timing of alkali wall-rock metasomatism.
KEY WORDS: interfacial energy; carbonate melt; silicate melt; imimmiscible; wetting
| Introduction |
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Carbonatite melts are thought to be ideal metasomatic agents in the crust and upper mantle (Green & Wallace, 1988
The relative interfacial energy between grain–grain contacts and grain–fluid contacts can be parameterized by the dihedral angle, the angle subtended at a fluid–grain–grain junction. Dihedra angles >60° indicate that system interfacial energy is minimized by reducing the contact of the fluid with the solid, whereas systems with dihedral angles <60° minimize interfacia energy by spreading the fluid out along grain-edge tubes (termed a wetting fluid). A low-abundance fluid does not spread across the faces of the mineral grains unless the dihedral angle is zero which is not generally the case for mantle fluids. Of mantle fluids, carbonate melts have some o the lowest interfacial energies with respect to mantle minerals. Dihedral angles are in the rang of 25–30° in contact with olivine, and depend only weakly on melt composition, temperature, or pressure (Hunter &McKenzie, 1989
; Watson et al., 1990
). Dihedral angles of carbonate melts in contact with other minerals have not been determined, but presumably are low for many silicates (cpx <60°, Brenan & Watson, 1991
). These very low dihedral angles imply that carbonate melts will form an interconnected grain-edge network at very low melt fractions.
Dihedral angle theory assumes a single fluid in contact with a single solid phase which has a isotropic interfacial energy. Most minerals have interfacial energy that varies with crystallographic orientation, to greater or lesser extent. In cases of minerals with certain high-energy crystallographic orientations (a function of the atomic composition of the surface and the surface-active components of the fluid), the mineral will form flat planes (facets) that are oriented to minimize the grain's interfacial energy, especially at large fluid fractions. These facets ar distinct from the planes formed perpendicular to fast-growth directions (growth facets) and represent a stable morphology of the mineral grain. Facets complicate the determination of interconnectivity, as the dihedral angle can be measured only on curved interfaces and the facets disturb the idealized geometry of the grain-edge fluid network (e.g. Faul, 1997
). Olivine has some interfacial energy anisotropy but shows a limited tendency to facet (Cooper & Kohlstedt, 1982
), whereas clinopyroxene frequently forms facets (Watson & Lupulescu, 1993
).
Although theory predicts interconnectivity for melts with dihedral angles <60° at all melt fractions, transport experiments have shown that there exists a finite melt fraction below which the melt is not interconnected. Solid phases with high solid–melt interfacial energies and interfacial energy anisotropy will promote melt-free grain edges, resulting in loss of interconnectivity. The onset of interconnectivity has been estimated to occur at <0.05 vol. % melt for millimeter-sized mantle assemblages, based on experiments using a fine-grained olivin matrix and sodium carbonate melt (Minarik & Watson, 1995
). On the other hand, deformation of the assemblage will probably promote interconnectivity and melt mobility (Daines & Kohlstedt, 1997
).
The presence of a second, immiscible fluid (such as a CO2-rich vapor or a conjug silicate melt) will give rise to more complicated behavior, and can inhibit the migration of the fluid at low fluid fractions. For example, the presence of an interval of coexisting H2O–CO2 vapor and fluid has been proposed as a mechanism for trapping migrating fluids i the mid-crust (Bailey, 1994
). The migration and extraction of two-phase fluids has been extensively studied in the oil literature (e.g. Alder & Brenner, 1988
, but igneous systems differ from shallow aquifers in that textural equilibration between fluid and solid controls the size and shape of the pores and of the grain-edge channels connecting them. The resulting microstructure and permeability of the system are the result of the interplay betwee competing interfacial energies and depend on pressure, temperature, phase compositions, and flui abundance.
The generation of carbonatite melts from a carbonated silicate melt through immiscibility has been proposed as an explanation for the occurrence of paired carbonatite–silicate magmatic centers, and has been extensively investigated experimentally. Lee & Wyllie (1997a
, 1997b
, 1998
) have reviewed the experimental and geologic evidence for carbonatite–silicate immiscibility. These experimental studies suggest that it is unlikely that primary carbonate or carbonated silicate mantle melts will intersect the field of immiscible melt stability, but that evolved mantle-derived carbonated silicate melts within the crust may exsolve a carbonate melt, especially in more alkali-rich systems (Baker & Wyllie, 1990
; Kjarsgaard & Peterson, 1991
; Kjarsgaard et al., 1995
).
Strong evidence for naturally occurring immiscible melts in the crust has been described at Oldoinyo Lengai (Dawson et al., 1994
; Church & Jones, 1995
; Dawson et al., 1996
), Suswa (MacDonald et al., 1993
), and Shombole (Kjarsgaard & Peterson, 1991
) volcanoes in the East African Rift system. These extrusives contain carbonate-rich spheres (ocelli) within the silicate matrix or silicate spheres (Oldoinyo Lengai) within a carbonate matrix. Further examples of proposed crustal carbonate–silicate immiscibility are the Dolbykha complex in Siberia (Kogarko, 1997
) and the Italian carbonatites (Stoppa & Woolley, 1997
). The compositions of the carbonate ocelli have been modified by subsequent recrystallization and fluid transport, but in some cases are comparable with those of experimentally determined melt pairs (Lee et al., 1994
; Lee & Wyllie, 1998
).
Mafic silicate melts have low dihedral angles (20–50° Holness, 1997
) in contact with olivine and other silicate minerals. This range is generally higher than the dihedral angles for carbonate melts, but the ranges overlap. Silicate melts are not thought to be as mobile as carbonate melts nor as effective at metasomatism because of their higher viscosities (10–103 Pa s) (McKenzie, 1985
). It was not clear from previous results what would be the distribution of coexisting immiscible silicate and carbonate melts in a silicate matrix. The presence of two melts should have consequences for the mobility of these melts, and these consequences would depend on whether the silicate melt or carbonate melt filled the grain-edge channels.
In this study reconnaissance experiments were performed to investigate the microstructure of immiscible melts and the implications for transport and separation of these melts. The results show that where conjugate silicate and carbonatite melts are present within a dunitic or wehrlitic matrix, the silicate melt preferentially fills the grain-edge channels and isolates the carbonate melt pods from one another. This microstructure significantly inhibits the mobility of the carbonate melt and reduces its ability to act as an ephemeral metasomatic agent.
| Experimental and Analytic Methods |
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Mafic melts with several different alkali contents were chosen that would generate melt pockets large enough to produce clearly immiscible melts, but still small enough to interact with the surfaces of a large number of mineral grains. Although large melt fractions were used to elucidat the relative wetting behavior of these melts, the results of these experiments are applicable to low-abundance melts. Carbonated silicate melts and carbonate melts are both notoriously difficul to quench isochemically, especially when in contact with mineral surfaces, so these experiments are not optimal for the determination of the compositions of the coexisting immiscible melts. A pressure of 1.5 GPa was chosen as a compromise that would combine a relatively large immiscible region (immiscibility decreases with increasing pressure) with the potential to stabilize relatively alkali-poor carbonate melts (which react at low pressures). Olivine was chosen as the matrix, because of the large literature on olivine–melt microstructure and because it is the dominant mineral of the upper mantle. The microstructure of a clinopyroxene matrix was also investigated, as natural mantle dolomitic carbonatitic melts will react with peridotite at pressures below 1.5–2.0 GPa to produce clinopyroxene and CO2 Dalton & Wood, 1993
Compositions of the starting materials and the proportions of these materials used in the experimental charges are given in Tables 1 and 2 and plotted in Fig. 1. Finely powdered (<38 µm) carbonate, basaltic glass, and mineral (either olivine or clinopyroxene) were mixed to give bulk compositions that contained melt plus
60–70 vol. % solid at the run conditions. Mixes 1, 3, and 4 fall within the immiscible melt volume at 1.5 GPa, whereas Mix 2 lies within the single melt region. All the experiments but one contain olivine as the solid matrix phase (the exception is Experiment PC 243 which contains clinopyroxene). The mixes were dried at 200°C overnight and stored at 110°C to minimize the amount of adsorbed water.
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These starting mixtures were contained within graphite-lined platinum capsules, sealed by welding, and placed within standard GL 3/4 inch (19 mm) tapered-furnace talc–Pyrex®–AlSiMag® piston-cylinder assemblies (Boyd & England, 1960
Samples were mounted in epoxy and polished using oil-based diamond paste. Kerosene was used a a lubricant and cleaner to prevent dissolution of the carbonate. The samples were carbon-coated and a JEOL 8900 electron microprobe was used to obtain backscattered images, X-ray maps and quantitative concentrations. Low currents (5–10 nA) and a 10–20 µm rastered beam were used to minimize sodium loss; under these conditions sodium X-ray count rates remain constant over the course of the analysis. Olivine or pyroxene standards were used for the mineral analyses, and a basalt standard was used for the silicate and carbonate melt analyses with CO2 determined by difference and X-ray intensities corrected using the ZAF scheme. Average melt compositions were estimated by combining several rastered analyses from random locations within the heterogeneous quenched melt pockets.
| Results |
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The experimental run conditions are given in Table 3. The experiments resulted i quenched melt dispersed within a matrix of olivine (PC 236–PC 242) or clinopyroxene (PC 243). The melt remained distributed throughout the capsule, without gravitational segregation. The two runs using the low-alkali mixture (Mix 2) contained only one quenched melt, whereas the other runs contained two immiscible melts; the carbonate melt forming rounded blebs surrounded by the silicate melt and separated by a smooth meniscus.
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In each experiment the silicate melts wet the olivine and clinopyroxene matrix—these melts ar in contact with the grains, fill the grain-edge channels, and form an interconnected grain-edge network (Fig. 2). The distribution of each of the silicate melts is consistent with dihedral angle of <60°, as reported for other mafic silicate melts in contact with olivin [summarized by Holness, (1997)
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The other experiments produced two immiscible melts, and in each case the carbonate melt was isolated from contact with the grain boundaries by the silicate melt. Separately, each melt would have a dihedral angle <60° and would wet the grain edges, but with coexisting melts only the lowest interfacial energy melt (the silicate melt) contacts the solid grains. This is true fo experiments containing olivine and clinopyroxene matrices, and similar textures were generated when the experiment was brought directly to run conditions (PC 236) or cooled from above the solvu(PC 237), demonstrating that the melt distribution was independent of the initial distribution.In some experiments (Fig. 2), smaller carbonate melt pockets have coalesced to form larger pockets surrounded by multiple grains, all coated with silicate melt.
During the experiments, the grain size increased from the initial <38 µm to an average of 50 µm diameter (range of 10–70 µm). The largest olivines have compositionally zoned cores, as the run durations were not sufficient for lattice diffusion to homogenize all the grains. The boundaries of the grains recrystallized rapidly, and the run products have the smoothly curving interfaces characteristic of textural equilibrium. Some faceting of olivine was observed on the faces bordering melt pockets, and considerable faceting was evident in the clinopyroxen Faceting is a manifestation of interfacial energy anisotropy, and illustrates one limitation of dihedral angle theory.
None of the melts quenched to a glass; during the several-second temperature quench the melts continued to unmix until they reached solidus. Additionally, the melts have plated out quench rims on the matrix minerals and precipitated quench minerals (including calcite dendrites in the carbonate quenched melt). These quench modifications make determination of the composition of the melts during the run difficult; more accurate melt compositions would require a different experimental design. Estimates of paired melt compositions determined by averages of large-area rastered electron beam analyses are included in Table 4. The analyses show considerable scatter and have not been corrected for material plated onto the rims of the matrix minerals. As such they are provided for reference only and should not be used as actual melt compositions. These compositions and an indication of the scatter of analysis are plotted in Fig. 1, referenced to the immiscibility gaps determined at 1.0 and 2.5 GPa. Concentration maps for Si, Na and Ca are shown in Fig. 3; the melts are clearly delineated from one another, with the carbonate melt enriched in sodium and calcium and the silicate melt enriched in aluminum, iron, magnesium and titanium. Both melts contain all components, however.
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The compositions of the matrix minerals have adjusted to be in equilibrium with the melt; the rims of the matrix olivine have gained iron (to 9.7 wt % FeO from 9.5 wt % FeO initially) and the clinopyroxenes of PC 243 have lost iron and aluminum and gained calcium and sodium from the initial San Carlos composition. The adjustments are subtle and the new mineral compositions would plot on top of the initial compositions on the scale of Fig. 1. Two of the experiments contained additional stable phases (Table 3). The 1100°C PC 240 crystallized clinopyroxene (accounting for the shift in melt composition), and PC 24 contains a few scattered olivine crystals, probably as the result of contamination in the initia clinopyroxene separate.
| Discussion |
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In these systems the silicate melt has a lower mineral–melt interfacial energy than does the carbonate melt. As the interfacial energy of carbonate melts in contact with olivine does not var with composition (Watson et al., 1990
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A natural example may provide relative wetting information for other minerals and conditions. Stoppa & Woolley (1997)
Silicate melt preferentially occupies the grain-edge channels in these immiscible systems, forcing chemical communication between isolated pockets of the carbonate melt to take place only v diffusion through the intervening silicate melt (Fig. 2b). The presence of immiscible fluid (the carbonate melt) bubbles will provide resistance against the bulk migration of the two-phase fluid (or of the silicate melt alone) by plugging access to grain-edge channels (Fig. 4). The carbonatitic–silicate melt interface curvature will increase as the carbonate melt bubble is forced into the throat of the channel, and this interface curvature results in an opposing pressure to flow (Bailey, 1994
). This resistance to flow may allow larger melt fractions to accumulate before they eventually migrate via fractures or dikes.
In a static system, a stable mineral is in equilibrium compositionally with both conjugate silicate and carbonate melts; the bulk chemical potentials are equal for both melts and crystal. In this case, the composition of the mineral will be the same whether the carbonate melt or the silicate melt is in contact with it. In dynamic systems, where minerals are growing fast relative to diffusive homogenization of the melt compositions, a growing mineral could deplete the silicate melt in contact with it of those elements preferentially partitioned into the carbonate melt (i.e light rare earth elements and large ion lithophile elements;Jones et al., 1995
). Such mineral zoning might record the onset of immiscibility in an evolving magmatic system.
Pyle & Haggerty (1994)
described four metasomatized eclogitic xenoliths from the Jagersfontein kimberlite in South Africa. Two eclogites are pervasively metasomatized, whereas two contain metasomatic minerals (carbonate, natrolite, barite, and pectolite) only in veins. These veined xenoliths contain calcium carbonate- and hydrous-Na—Al silicate-rich ocelli surrounded by silicate glass, which Pyle & Haggerty took as evidence for the presence of immiscible carbonate and silicate melts. If these ocelli do represent the presence of immiscible melts, then th association between immiscible melts and metasomatic alteration products restricted to veins ma be explained by the differing mobilities of single and two liquid phase systems described above. single carbonated silicate melt migrating into an eclogitic assemblage would have a dihedral angle <60° and would pervasively wet the grain-edge channels. On the other hand, if this melt unmixed into immiscible silicate and carbonate melts, its mobility would be restricted by the presence of the non-wetting carbonate melt pockets. The silicate melt would not flow as easily alon the grain-edge channels because of the plugging effect of carbonate melt, and much of the carbonate and alkalis would remain within the original veins. The ocelli have undoubtedly been modified subsequent to crystallization, and reconstructed conjugate melt compositions are not close to th experimental immiscibility gap (Lee & Wyllie, 1998
). It may be that these ocelli and rounded calcite represent carbonate and silicate minerals co-precipitated from a single melt, or from sequential fluids. The model of Pyle & Haggerty requires the injection of a CO2-rich fluid into a partially molten precursor, which may be mechanically difficult.
By analogy, the behavior described above for two-melt systems also applies to systems containing melt and vapor. Silicate or carbonatitic melt evolving a CO2-rich vapor [such as shown by Yaxley & Green, (1996)
] would develop isolated vapor pockets surrounded by melt-filled grain-edge channels. These pockets would be unable to separate from the melt until the melt fraction was large enough to allow the phases to separate without squeezing through grain-edge constrictions. Retention of the vapor would greatly increase the buoyancy of the fluid system, and contribute to fracturing and rapid eruption once the vapor started exsolving. Conversely, introduction of an H2O–CO2 fluid into a partially molten system would be unlikely. The fluid could not readily displace the melt from grain-edge channels. Injection by fracturing a partially molten matrix might allow H2O–CO2 fluid introduction; the fluid veins would break up, and then would heal into isolated fluid pockets surrounded by melt-filled channels.
Primary carbonate melts rising through the mantle may not often collect into melt-dominated reservoirs, as their low viscosity and low dihedral angle let them leak away along grain-edge channels. Melts that react with peridotite and evolve CO2 may do so fast enough to fractur a channel and form high-permeability pathways to the surface that allow transient maar eruptions Evolution of immiscible melts, however, can facilitate the formation of carbonatite-rich intrusions and reservoirs. The relative interfacial energies of immiscible melts may account for the close association of carbonatites and silicate magmas in eruptive centers; the immiscible melts woul be unable to effectively separate until they reached a liquid-dominated volume (a sill, dike or chamber). Once the melts have collected into larger volumes, their segregation will be unimpeded by the grain-edge channel constrictions and they can gravitationally separate. The silicate melt will still seal the margins of the chamber; removal of the melt would require fracturing of the wall rock. If immiscibility is generally reached late in the fractionation of a carbonated silicat melt, then this carbonate melt would be confined to the center of the complex, and may erupt onl after the silicate melt has solidified. This provides one explanation for the observation that the carbonate melt always erupts last in carbonate–silicate alkali complexes (Bailey, 1993
).
This mechanism suggests that loss of alkalis to the country rock via a carbonate melt and the resulting fenitization is inefficient after the evolution of immiscible carbonate and silicate melts. Similarly, the loss of a CO2–H2O vapor will be inhibited by the presence of a coexisting silicate melt. The expulsion of an alkali-rich carbonate melt or vapor as a pervasive metasomatic agent will resume only after the solidification of the silicate melt. The restricted mobility of an alkali-rich fluid phase probably enhances sub-solidus recrystallization, which may erase the textural evidence for immiscibility (the extent of compositional rearrangemen during quench of these experiments suggests the magnitude of the problem in interpreting natural systems).
| Conclusions |
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Preliminary experiments examining the microstructure of immiscible silicate and carbonate melts in a polycrystalline matrix demonstrate that the silicate melt preferentially wets the silicat matrix. This implies that carbonate melt mobility is severely restricted while the melt is present in small grain-edge channels. Effective separation of silicate from the carbonate melts requires larger crystal-poor volumes, overpressuring to cause fracturing, or solidification of the silicate melt. This restricted carbonate melt mobility in a two-melt system is in contrast to the expected high mobility of a isolated carbonatite melt. Models of carbonatite formation and evolution need to be consistent with the physical microstructural constraints as well as the chemical and isotopic constraints.
| Acknowledgements |
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Bjørn Mysen kindly provided access to the piston-cylinder apparatus. Discussions with James Brenan, Nathalie Marchildon, Rick Ryerson and Bruce Watson improved this study, as did formal reviews by Harry Pinkerton, David Pyle, John Dalton and Keith Bell.
* Telephone: (202) 686-2410. Fax: (202) 686-2419. e-mail: minarik{at}gl.ciw.edu
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, Mixes 1–4) plotted on the modified ternary Hamilton projection from CO2 (Freestone & Hamilton, 1980
, average analyzed compositions, joined by a bold tie-line in the case of immisciblemelts. These averages are surrounded by a dotted region that en-compasses the majority of the individual melt determinations. Dotted lines indicate the immiscibility limits at 1 and 2.5 GPa after Lee & Wyllie (1997a

