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Journal of Petrology Advance Access originally published online on September 24, 2004
Journal of Petrology 2005 46(1):191-217; doi:10.1093/petrology/egh069
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Journal of Petrology vol. 46 issue 1 © Oxford University Press 2004; all rights reserved

The Grønnedal-Ika Carbonatite–Syenite Complex, South Greenland: Carbonatite Formation by Liquid Immiscibility

RALF HALAMA1,*, TORSTEN VENNEMANN2, WOLFGANG SIEBEL1 and GREGOR MARKL1,{dagger}

1 INSTITUT FÜR GEOWISSENSCHAFTEN, EBERHARD-KARLS-UNIVERSITÄT TÜBINGEN, WILHELMSTRASSE 56, D-72074,TÜBINGEN, GERMANY
2 INSTITUT DE MINÉRALOGIE ET GÉOCHIMIE, UNIVERSITÉ DE LAUSANNE, UNIL-BFSH2, CH-1015 LAUSANNE, SWITZERLAND

RECEIVED NOVEMBER 6, 2003; ACCEPTED AUGUST 2, 2004


    ABSTRACT
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
The Grønnedal-Ika complex is dominated by layered nepheline syenites which were intruded by a xenolithic syenite and a central plug of calcite to calcite–siderite carbonatite. Aegirine–augite, alkali feldspar and nepheline are the major mineral phases in the syenites, along with rare calcite. Temperatures of 680–910°C and silica activities of 0·28–0·43 were determined for the crystallization of the syenites on the basis of mineral equilibria. Oxygen fugacities, estimated using titanomagnetite compositions, were between 2 and 5 log units above the fayalite–magnetite–quartz buffer during the magmatic stage. Chondrite-normalized REE patterns of magmatic calcite in both carbonatites and syenites are characterized by REE enrichment (LaCN–YbCN = 10–70). Calcite from the carbonatites has higher Ba (~5490 ppm) and lower HREE concentrations than calcite from the syenites (54–106 ppm Ba). This is consistent with the behavior of these elements during separation of immiscible silicate–carbonate liquid pairs. {varepsilon}Nd(T = 1·30 Ga) values of clinopyroxenes from the syenites vary between +1·8 and +2·8, and {varepsilon}Nd(T) values of whole-rock carbonatites range from +2·4 to +2·8. Calcite from the carbonatites has {delta}18O values of 7·8 to 8·6{per thousand} and {delta}13C values of –3·9 to –4·6{per thousand}. {delta}18O values of clinopyroxene separates from the nepheline syenites range between 4·2 and 4·9{per thousand}. The average oxygen isotopic composition of the nepheline syenitic melt was calculated based on known rock–water and mineral–water isotope fractionation to be 5·7 ± 0·4{per thousand}. Nd and C–O isotope compositions are typical for mantle-derived rocks and do not indicate significant crustal assimilation for either syenite or carbonatite magmas. The difference in {delta}18O between calculated syenitic melts and carbonatites, and the overlap in {varepsilon}Nd values between carbonatites and syenites, are consistent with derivation of the carbonatites from the syenites via liquid immiscibility.

KEY WORDS: alkaline magmatism; carbonatite; Gardar Province; liquid immiscibility; nepheline syenite


    INTRODUCTION
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
Carbonatites typically occur in close association with alkaline silicate igneous rocks, either in individual complexes or in a regional association within particular magmatic provinces (e.g. Harmer, 1999Go). However, the genetic relationship between carbonatites and associated silicate rocks is complex and not completely understood (e.g. Bell, 1998Go; Bell et al., 1998Go). Proposed models for the generation of carbonatites include direct melting of a carbonate-bearing mantle source (e.g. Wyllie & Huang, 1976Go; Dalton & Presnall, 1998Go; Harmer & Gittins, 1998Go; Moore & Wood, 1998Go), derivation by immiscible separation from a carbonated silicate melt (e.g. Koster van Groos & Wyllie, 1973Go; Freestone & Hamilton, 1980Go; Kjarsgaard & Hamilton 1988Go; Brooker, 1998Go; Kjarsgaard, 1998Go) and crystal fractionation of a carbonated alkali silicate melt (e.g. Lee & Wyllie, 1994Go; Korobeinikov et al., 1998Go; Veksler et al., 1998aGo). There is, however, still a lack of robust criteria that can be used to distinguish carbonatitic melts directly derived from the mantle from those produced by differentiation of a parent silicate melt (Bell, 1998Go).

This study explores geochemical and petrological data from the mid-Proterozoic Grønnedal-Ika nepheline syenite–carbonatite complex in the Gardar Province, South Greenland. The complex represents the most significant occurrence of carbonatite in the province. It is well suited to study the relationship between carbonatite and associated silicate rocks because the carbonatite occurs in close spatial association with nepheline syenitic rocks. Previous studies of Grønnedal-Ika investigated the petrography, whole-rock geochemistry and mineral chemistry of the complex (Emeleus, 1964Go; Bedford, 1989Go; Goodenough, 1997Go; Pearce et al., 1997Go). In this study, we focus on new O and Nd isotope data from minerals of the syenites combined with Nd isotope data from the carbonatite to address still open questions about liquid immiscibility. In situ trace-element data from minerals are used to evaluate the constraints given by experimental and theoretical carbonate liquid–silicate liquid partitioning data. Additionally, the petrological and geochemical characteristics of the syenites are compared with other syenitic complexes in the province in order to explore differences in terms of magma evolution that can be related to carbonatite formation.


    PREVIOUS WORK AND GEOLOGICAL SETTING
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
The first detailed account of the Grønnedal-Ika complex was given by Callisen (1943)Go, who established the intrusive character of the alkaline rocks. Emeleus (1964)Go reconstructed the history of the complex based on detailed mapping and petrographic observations. Later, Gill (1972aGo, 1972b)Go and Bedford (1989)Go obtained numerous geochemical data on minerals and whole rocks from the complex and associated phonolite dykes. C, O and Sr and a few Nd whole-rock isotopic data were obtained by Goodenough (1997)Go, Pearce et al. (1997)Go and Coulson et al. (2003)Go.

The Grønnedal-Ika complex (Fig. 1a) is 8 km x 3 km in exposed dimension and consists predominantly of layered nepheline syenites, which were intruded by a xenolithic porphyritic syenite and a plug of carbonatite (Emeleus, 1964Go). It was emplaced into the border zone between the Julianehåb batholith (1850–1800 Ma; Garde et al., 2002Go), which is part of the Ketilidian mobile belt to the south and the Archean block to the north (Fig. 1b). The country rocks comprise quartzo-feldspathic gneisses, occasional amphibolites and rare calc-silicates (Bedford, 1989Go). The complex was dated at 1299 ± 17 Ma by Rb–Sr (Blaxland et al., 1978Go). This age is consistent with field observations indicating that it pre-dates emplacement of a suite of olivine dolerite dykes (‘Brown Dikes’) for which an U–Pb age of 1280 ± 5 Ma has been determined (Upton et al., 2003Go). The layered and laminated syenites are considered to have formed mainly by consolidated by bottom accumulation and adhesion to steep-sided cooling surfaces (Emeleus, 1964Go). The original structure of the complex comprises two series of layered syenites—the Lower Series and the Upper Series, which are separated by a raft of gneiss (Emeleus, 1964Go). Several distinct intrusive phases can be distinguished, but gradational relationships between different rock types within intrusive units are common (Callisen, 1943Go; Emeleus, 1964Go). For a detailed description of the syenitic rocks from Grønnedal-Ika, the reader is referred to the previous studies of Emeleus (1964)Go and Bedford (1989)Go. For the purpose of this study, the Upper and Lower Series syenites are combined as the Layered Syenites (LS). At one locality in the Lower Series syenites, some 20 gabbroic xenoliths, roughly 5–30 cm in diameter, were found. Porphyritic microsyenites (PMS) occur as dykes and sheets, and cut across earlier units of the complex. A xenolithic porphyritic syenite (XPS) is the youngest of the intrusive syenites. It contains abundant xenoliths of earlier syenites, trachytes, gneisses and amphibolites. Finally, a central plug of calciocarbonatite was emplaced into the syenites (Emeleus, 1964Go; Pearce et al., 1997Go). There are three major and several smaller outcrops of carbonatite that are thought to have belonged to one central plug (Emeleus, 1964Go). The carbonatite is xenolithic with fragments of syenites and other rocks. It consists essentially of varying amounts of calcite, siderite and magnetite; calcite is dominant. Towards the centre of the carbonatite plug, the amount of siderite increases. Large amounts of magnetite occur where mafic dykes cut the siderite-rich part of the carbonatite (Emeleus, 1964Go). The syenites in close contact with the carbonatite are altered and impregnated by calcite. Sodalite and sodalite ± calcite veins occur in various units of the complex. There is no field evidence for a significant time-gap between the emplacement of the syenites and the carbonatite. The last stage of magmatic activity, at about 1280 Ma, is represented by the intrusion of a variety of dykes, including lamprophyres, porphyritic dolerites and several olivine dolerites up to a few tens of meters wide. Trachytic, phonolitic and other alkaline dykes were emplaced during renewed magmatic activity during later Gardar (~1250–1150 Ma) times. Intense faulting, responsible for the elongated outline of the complex, took place largely following, but in part contemporaneous with, the intrusion of these dikes (Emeleus, 1964Go).



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Fig. 1. (a) Map of the Grønnedal-Ika intrusion, simplified after Emeleus (1964)Go and Pearce et al. (1997)Go. (b) Simplified map after Upton et al. (2003)Go showing the boundaries between the main tectonic units (dashed lines) and the locations of Gardar rocks referred to throughout the text (igneous complexes are shown in black, the volcano-sedimentary Eriksfjord Formation with a dotted pattern). Gr, Grønnedal-Ika; Ig, Igdlerfigssalik; Iq, Ilímaussaq; M, Motzfeldt; Q, North and South Qôroq; EF, Eriksfjord Formation.

 
Mainly on the basis of whole-rock REE and other trace-element data, Bedford (1989)Go proposed an origin for the Grønnedal-Ika carbonatites via liquid immiscibility from a nepheline syenitic liquid. He envisaged that the XPS represents the conjugate silicate liquid to the carbonatite. However, Pearce et al. (1997)Go concluded that the syenites and carbonatites are unrelated because of differences in their C and O isotopic compositions. They presented data suggesting that the carbonatites are, instead, linked to lamprophyre dikes. The spatial association of carbonatites and lamprophyres is a common feature in the Gardar Province, and a general genetic link between them has been proposed previously (Coulson et al., 2003Go). The data presented in this study are used to re-evaluate the controversy, and a particular focus is given to the XPS as a critical unit of the complex.


    ANALYTICAL METHODS
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
Electron microprobe analysis
Mineral compositions were determined using a JEOL 8900 electron microprobe (EMP) at the Institut für Geowissenschaften, Universität Tübingen, Germany. An internal {varphi}{rho}z correction of the raw data was applied (Armstrong, 1991Go). Both natural and synthetic standards were used for major and minor elements. Measuring times were 16 and 30 s on the peak positions for major and minor elements, respectively. The emission current was 15 nA and the acceleration voltage 15 kV. For nepheline analyses, a beam diameter of 5 µm was used to avoid errors resulting from diffusion of Na. Feldspars with microperthitic exsolution were measured with a 20 µm wide beam and an average of 2–4 analyses was taken as representative for the respective grain. The bulk compositions of oxy-exsolved titanomagnetite grains were reconstructed by combining image-processed (NIH Image software) back-scattered electron images of the exsolved grains and point analyses of exsolved ilmenite and magnetite according to the method described byMarks & Markl (2001)Go.

Laser ICP–MS in situ trace-element measurements
In situ laser ablation inductively coupled plasma–mass spectrometry (LA-ICP–MS) analyses on ~150 µm thick polished sections were performed at the EU Large-Scale Geochemical Facility (University of Bristol) using a VG Elemental PlasmaQuad 3 + S-Option ICP–MS system equipped with a 266 nm Nd–YAG laser (VG MicroProbe II). The laser beam diameter at the sample surface was approximately 20 µm. Analyses of calcite were carried out in a beam rastering mode, as ablation of calcite was rapid. Details of the data acquisition have been described elsewhere (Halama et al., 2002Go). The precision of trace-element concentrations, based on repeated analyses of NIST 610 and 612 glass standards, is approximately ±5% for element concentrations >10 ppm and ±10% for concentrations <10 ppm. Typical detection limits for most trace elements in this study were 0·1–1 ppm, except for Sc, Co and Zn, with detection limits in the range of 1–5 ppm. For the REE, detection limits were generally <0·5 ppm.

Oxygen and carbon isotope analysis
The oxygen isotope composition of hand-picked clinopyroxene separates was measured using a method similar to that described by Sharp (1990)Go and Rumble & Hoering (1994)Go. Hand-picked clinopyroxene (1–2 mg) was loaded onto a Pt-sample holder. The sample chamber was pumped to a vacuum of about 10–6 mbar and pre-fluorinated overnight. Samples were then heated with a CO2 laser in an atmosphere of 50 mbar of pure F2. Excess F2 was separated from O2 by conversion to Cl2 using KCl held at 150°C and the extracted O2 was collected on a molecular sieve (13X). Oxygen isotopic compositions were measured on a Finnigan MAT 252 mass spectrometer at the Institut für Geowissenschaften, Universität Tübingen. The results are reported as the {per thousand} deviation from Vienna Standard Mean Ocean Water (V-SMOW) in the standard {delta}-notation. Replicate analyses of the NBS-28 quartz standard yielded an average precision of ±0·1{per thousand} (1{sigma}) for {delta}18O values. In each run, standards were analyzed at the beginning and the end of the sample set. A correction, generally <0·3{per thousand}, was then applied to the data, equal to the average difference between the mean measured value and the accepted value for the standard of 9·64{per thousand}.

The carbon and oxygen isotope compositions of the carbonates were measured in automated mode using a GasBench from ThermoFinnigan connected directly to a Finnigan MAT 252 mass spectrometer. The method has been described in detail by Spötl & Vennemann (2003)Go. About 200–400 µg of sample material was recovered as powder by micro-drilling into the calcite. CO2 was obtained by reaction of the sample with several drops of 100% orthophosphoric acid and was carried via a He stream over traps to remove water vapor and a gas chromatograph-column to separate CO2 from possible interfering gases before being passed into the mass spectrometer for isotopic analysis. The C and O isotope compositions are reported in the standard {delta}-notation, relative to PDB and V-SMOW, respectively; standard analytical errors are ±0·1{per thousand} (1{sigma}) for both {delta}13C and {delta}18O.

Nd isotope analysis
For Nd isotope analyses, 15–20 mg of hand-picked clinopyroxene from the same separates used for the O analysis, and 5–8 and 40 mg of whole-rock powder of carbonatite and basement samples, respectively, were used. Details of the analytical procedures have been described elsewhere (Halama et al., 2003Go). 143Nd/144Nd ratios were normalized for mass fractionation to 146Nd/144Nd = 0·7219. The average 143Nd/144Nd ratio obtained for the Ames Nd-standard (Roddick et al., 1992Go) was 0·512119 ± 10 (1{sigma}, n = 42) during the course of this study, and the La Jolla Nd standard gave 0·511831 ± 30 (1{sigma}, n = 12). The total procedural blank (chemistry and loading) was <100 pg for Nd.


    PETROGRAPHY AND MINERAL CHEMISTRY
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
Syenites
The major mafic silicate in the Layered Syenites is euhedral to subhedral or poikilitic clinopyroxene (Fig. 2a–c). Clinopyroxenes are typically cumulus phases and commonly rimmed by intercumulus biotite. Most clinopyroxenes can be classified as aegirine–augites (Morimoto et al., 1988Go), but diopsidic pyroxene and aegirine occur occasionally. Typical clinopyroxene compositions are summarized in Table 1 and compositional trends are shown in Fig. 3a–c. In some samples, clinopyroxene shows a weak, patchy zonation with limited compositional variability. Other samples contain clinopyroxenes with a marked growth zonation, with a compositional range in a single crystal as large as that in the entire sample suite. Compositions vary between Di56Hed34Aeg10 and Di3Hed2 Aeg95. In comparison with compositional trends from other alkaline complexes of the Gardar Province (Fig. 3d), the extreme enrichment in Fe2+ at low values of Na, as seen in Ilímaussaq (Larsen, 1976Go) and Igdlerfigssalik (Powell, 1978Go), is lacking in Grønnedal. Clinopyroxene compositions in a gabbroic xenolith show a small range of Di65–59Hed30–36Aeg5.



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Fig. 2. Photomicrographs (plane-polarized light) of mineral textures from the Grønnedal-Ika rocks. Sample numbers appear in the lower right corner. Ne, nepheline; fsp, alkali feldspar; cpx, clinopyroxene; m-cpx, matrix clinopyroxene; bt, biotite; amph, amphibole; ap, apatite; cal, calcite; ccn, cancrinite. (a) Typical texture of the layered nepheline syenites with an accumulation of clinopyroxene, partly surrounded by biotite and with associated apatite; (b) large, poikilitic amphibole; (c) interstitial calcite among biotite, clinopyroxene and alkali feldspar; the boundaries of the cancrinite in the upper left corner are have been outlined to increase its visibility; (d) and (e) clinopyroxene phenocrysts in the XPS showing discontinuous zonation from core to rim, together with small matrix clinopyroxenes; alkali feldspar and nepheline occur as phenocrysts and within the matrix; (f) calcite grains in calcite carbonatite.

 


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Fig. 3. (a)–(c) Compositions of clinopyroxenes from Grønnedal-Ika syenites in the diopside–hedenbergite–aegirine (Di–Hd–Aeg) triangle. End-member components were calculated as follows: Di = Mg, Hd = Fe2+ + Mn and Aeg = Na. (a) and (b) show compositions from the Layered Syenites; (c) core and rim compositions from a typical clinopyroxene of the XPS; (d) generalized trends of pyroxene compositions from other alkaline igneous complexes of the Gardar Province (1–4). Data sources: (1) Larsen (1976)Go; (2) Powell (1978)Go; (3) Jones (1984)Go; (4) Stephenson (1973)Go.

 

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Table 1: Representative single spot electron microprobe analyses of clinopyroxene from the Grønnedal-Ika syenites

 
In the XPS, clinopyroxene phenocrysts reach up to 2 mm in length and show a marked discontinuous zoning, whereas matrix clinopyroxene grains are considerably smaller (<200 µm) and optically unzoned (Figs 2d and e, and 4a and b). The clinopyroxene phenocrysts in the XPS are characterized by a relatively Mg-rich core, overgrown by a distinctly more Na- and Fe3+-rich rim with a compositional gap between (Fig. 3c). The most primitive core compositions in the XPS reach values of Di57Hed29Aeg14, whereas the most evolved rims are Di7Hed22Aeg71. Matrix clinopyroxene compositions in the XPS overlap with the more evolved phenocryst rim compositions.



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Fig. 4. Back-scattered electron images of minerals in the Grønnedal-Ika syenites. Abbreviations as for Fig. 2, and hem, hematite; ab, albite; or, orthoclase. (a) and (b) Zoning in clinopyroxene phenocrysts from the xenolithic porphyritic syenite; (c) and (d) primary magmatic titanomagnetites showing trellis-type oxy-exsolution into magnetite (light) and ilmenite–pyrophanite–hematiteSS (dark lamellae); (e) late- to post-magmatic hematite associated with biotite; (f) perthitic alkali feldspar and cancrinite.

 
Olivine is completely absent from the samples studied, but scarce relics of Fe-rich olivine have been observed (Emeleus, personal communication). Amphiboles are also scarce (Bedford, 1989Go), but they occasionally occur as poikilitic or subhedral intercumulus grains. Only one sample (GM 1531) was investigated in which poikilitic amphibole with a katophorite composition is the dominant mafic silicate phase (Fig. 2b). Biotite, usually as intercumulus grains (Fig. 2a), occurs frequently and is often associated with hematite. All syenites from the Grønnedal-Ika complex are nepheline-bearing (Emeleus, 1964Go), and nepheline usually occurs as euhedral prisms (Fig. 2a–c). Nepheline is chemically unzoned and its composition is fairly homogeneous within individual samples and also within the whole sample suite, including the PMS and the XPS (Table 2). There are also no significant compositional differences between phenocrysts and matrix nepheline. The compositional variability spans the range Ne73–68Ks20–15Qz7–16. The FeO and CaO contents of nepheline in all rock types are invariably <1 and <0·1 wt %, respectively. Nepheline is often replaced by the alteration products ‘gieseckite’ (fibrous, micaceous aggregates) and cancrinite (Fig. 2c). Cancrinite also occurs as individual grains, partly with poikilitic character suggestive of an intercumulus origin.


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Table 2: Representative microprobe analyses of feldspar and nepheline in Grønnedal-Ika syenites

 
The abundant platy crystals of alkali feldspar frequently show perthitic exsolution into almost pure albite and orthoclase. Alkali feldspar phenocrysts of up to 1 cm in length occur in both the PMS and the XPS (Fig. 2d). Some samples contain feldspar with exsolution on a µm scale, so that the original bulk composition could be obtained using a defocused beam (Table 2). These bulk compositions are fairly homogeneous throughout the different rock types and vary in the range An0–1Ab39–54 Or46–60.

Primary magmatic titanomagnetite is relatively rare and characterized by a trellis-type oxy-exsolution texture [terminology after Buddington & Lindsley (1964Go)] of magnetite with lamellae of the hematite–ilmenite–pyrophanite solid solution series (Fig. 4c and d). The compositional variation in the lamellae (Ilm5Pyr93Hem2–Ilm56Pyr23Hem21) is in contrast to the constant composition of the magnetite (Mag98–99Usp1–2). Reintegrated oxide compositions vary from Mag61Usp39 to Mag72Usp28 (Table 3). This range reflects the chemical variability in the lamellae and is considered to cover fairly well the overall variation in the samples, as the lamellae are volumetrically of minor importance (10–30 vol. %). Except for MnO contents of up to 11·3 wt %, concentrations of minor elements in the reintegrated oxides are low (Al2O3 ≤ 0·12 wt %, MgO ≤ 0·03 wt %, ZnO ≤ 0·24 wt %). Late- to post-magmatic hematite associated with biotite has almost a pure hematite end-member composition (Table 3, Fig. 4e).


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Table 3: Representative electron microprobe analyses of Fe–Ti oxides in Grønnedal-Ika syenites

 
Minor phases present include short prismatic apatite, zircon, blue sodalite, analcite, calcite and fluorite. Calcite appears to be a primary magmatic or late magmatic interstitial phase and not an alteration product (Fig. 2c). Sodalite can occur as small, interstitial grains, partly associated with cancrinite (Bedford, 1989Go), or as larger aggregates in almost pure sodalite veins. The chemical characteristics of the minor minerals relevant to this study are briefly summarized based on the work of Bedford (1989)Go. Sodalite contains around 8 wt % Cl but only minor amounts (<0·3 wt %) of S. Cancrinite (Fig. 4f), with the ideal structural formula (Sirbescu & Jenkins, 1999Go) Na6Ca2[Al6Si6O24](CO3)2 + nH2O, also has low (<0·15 wt %) concentrations of S and shows some exchange of Ca for Na. Calcite in the syenites is almost pure CaCO3.

Carbonatites
The Grønnedal-Ika carbonatites can be classified as calcite carbonatite and calcite–siderite carbonatite (Woolley & Kempe, 1989Go) or, on the basis of whole-rock geochemical data with a maximum of 23·1 wt % Fe2O3 (Bedford, 1989Go), as calciocarbonatite and ferruginous calciocarbonatite (Gittins & Harmer, 1997Go). The carbonatites consist essentially of varying amounts of calcite, siderite and magnetite. They are poor in U–Th–Nb–REE minerals compared with other carbonatites of the world. Magnetite is exclusively secondary after original siderite as a result of decarbonation and oxidation in the vicinity of the dolerite dykes (Bedford, 1989Go). In places, anhedral to subhedral calcite crystals form almost 100% of the rock (Fig. 2f). Individual calcite crystals are 50–500 µm in diameter and commonly show prominent twinning. Siderite occurs as euhedral rhombs or as minute grains and is commonly rusty-brown because of surface weathering. In the siderite-bearing samples, calcite grains tend to have a cloudy appearance. Minor quantities of apatite, sphalerite, pyrite, strontianite, monazite, pyrochlore, feldspar and alkali amphibole are also present in some samples (Emeleus, 1964Go; Bedford, 1989Go; Bondam, 1992Go).


    GEOCHEMISTRY
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
Trace elements
Calcite
Chondrite-normalized REE patterns of calcites are shown in Fig. 5a. Three different patterns can be distinguished in the calcites from the carbonatites. One sample—a pure calcite carbonatite (GM 1502)—contains exclusively calcite characterized by a steep REE pattern with high LREE abundances (type A). There is a slight positive Eu anomaly present (Eu/Eu* = 1·25) and the degree of LREE enrichment relative to the HREE expressed as LaCN/YbCN is ~69. The overall REE enrichment of this sample is within the lower range of whole-rock analyses from the Grønnedal carbonatite and typical of carbonatites in general (Woolley & Kempe, 1989Go). Two distinctly different types of REE patterns occur in calcites from sample GM 1498, where type A patterns are absent. The sample is a calcite–siderite carbonatite in which siderite is characterized by brown oxidation rims. Both REE patterns show a strong depletion in LREE relative to the type A pattern (Fig. 5a). The main characteristic of the type B REE pattern is a convex-upward shape. In contrast, type C calcite has about one order of magnitude lower normalized LREE and MREE abundances and exhibits an almost continuous increase from very low LREE abundances towards the HREE. There are no textural differences between types B and C. Interstitial calcite from two syenitic samples (Layered Syenites, samples GR 44 and GR 63) shows LREE-enriched patterns similar to type A, but with slight negative Eu anomalies (Eu/Eu* = 0·66) and a flatter slope (LaCN/YbCN = 10·5–26·3). In a similar fashion, the REE pattern of the XPS whole-rock matrix is flatter than that of the whole-rock carbonatites (Fig. 5a). In addition to the REE, Sr, Ba, Pb, Y and Ga also occur in significant amounts in the calcites, whereas all calcites have very low concentrations of the HFSE (e.g. Nb, Ta, Zr, Hf), mostly below the detection limits (Table 4). Type A calcite (GM 1502) is characterized by a relative enrichment of Ba, Sr, Eu and Ga compared with the calcites from the syenites (Fig. 6a). Type B and C calcites show marked enrichments in Pb and Sr compared with the neighboring elements. These features and the low REE contents of type B and C calcite are not entirely clear. They are consistent with postmagmatic loss of these elements by fluid-controlled recrystallization and remobilization of carbonate phases (Bau, 1991Go; Bau & Möller, 1992Go), for which brown rims around siderite might be an indication, or they could be related to the contemporaneous siderite crystallization itself.



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Fig. 5. Chondrite-normalized REE patterns, normalized relative to the chondritic values of Boynton (1984)Go. (a) calcite from carbonatites and syenites; comparative whole-rock data from Bedford (1989)Go and Goodenough (1997)Go; (b) clinopyroxenes from the xenolithic porphyritic syenite (sample GM 1496).

 


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Fig. 6. Multi-element trace element diagram for calcite and clinopyroxenes from the Grønnedal-Ika rocks, normalized relative to primitive mantle values (McDonough & Sun, 1995Go). (a) Calcite from carbonatites and syenites; (b) clinopyroxenes from the xenolithic porphyritic syenite; shaded fields show comparative data from Marks et al. (2004a)Go.

 

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Table 4: Average trace-element compositions of clinopyroxene and calcite in Grønnedal-Ika rocks determined by laser ablation ICP–MS

 
Clinopyroxene
A detailed study of the REE and trace-element abundances in clinopyroxene and amphibole in the Grønnedal-Ika syenites has been made by Marks et al. (2004a)Go. In this study, we concentrate on data from clinopyroxene phenocrysts in the XPS to evaluate whether features of the trace-element chemistry indicative of silicate–carbonate liquid immiscibility can be detected. Typical trace-element concentrations in clinopyroxene cores and rims are summarized in Table 4. Chondrite-normalized REE patterns (Fig. 5b) indicate distinct differences between core and rim compositions. The core patterns are characterized by a smooth increase in normalized abundances from La to Nd and a smooth decrease from Nd to Tm or Yb, with a slight increase towards Lu. LaCN/YbCN ratios in the cores range from 4·7 to 6·9 and Eu anomalies are slightly positive, with values between 1·02 and 1·37. In the Na-rich rims, REE patterns are sinusoidal with generally lower LREE and higher HREE abundances than in the cores (Fig. 5b). LaCN/YbCN ratios range between 0·32 and 0·75. Eu anomalies in the rims are not significantly different from those in the cores and vary from 0·99 to 1·24.

Trace-element concentrations of XPS clinopyroxene cores and rims normalized to primitive mantle values (McDonough & Sun, 1995Go) are shown in Fig. 6b. A principal feature of all the patterns are strong negative Ba, Pb and Ti spikes and depletions in Sc, V and Co. Negative Sr spikes are present in all patterns except for two phenocryst cores. These two cores are also characterized by the lowest Zr and Hf values. All rim compositions have strong positive Zr, Hf and Sn, but negative Li anomalies. In comparison with the core compositions, rims are also enriched in Zn, but depleted in Rb, Co and Sc. All rim patterns are very similar to those of aegirine–augites from the LS, both in enrichment level and shape (Fig. 6b). Aegirines from another silica-undersaturated syenitic complex of the Gardar Province, Ilímaussaq (Marks et al., 2004aGo) have much lower absolute trace-element concentrations, but the shape of their patterns has a striking similarity to that of the phenocryst rims, except for Li and Pb.

Ratios of isovalent trace elements with a similar geochemical behavior (Bau, 1996Go) were investigated in order to identify characteristic differences between the growth of clinopyroxene cores and rims (Fig. 7). Zr/Hf ratios in the cores vary between 31·5 and 42·1, and scatter around the primitive mantle value of 37·1 (McDonough & Sun, 1995Go). In the rims, however, Zr/Hf ratios are higher than in the cores, with values ranging from 45·7 to 58·8. In contrast, Y/Ho ratios in individual phenocrysts are slightly higher in the cores (Y/Ho = 19·6–22·7) compared with the rims (Y/Ho = 16·8–20·5). Nb/Ta ratios scatter widely (Nb/Ta = 4·2–16·3) and there is no consistent relation between core and rim compositions.



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Fig. 7. Y/Ho vs Zr/Hf diagram for clinopyroxenes in syenites from the Grønnedal-Ika and Ilímaussaq intrusions [Ilímaussaq data from Marks et al., (2004aGo)]. The light grey shaded field defines the Zr/Hf ratios of common igneous rocks crystallizing from silica melt systems (Bau, 1996Go). The dark grey shaded field highlights the XPS clinopyroxene rim compositions.

 
Carbon and oxygen isotope analyses
Goodenough (1997)Go, Pearce et al. (1997)Go, Coulson et al. (2003)Go and Taubald et al. (2004)Go have reported C and O isotopic data from Grønnedal-Ika, but data on silicates from the syenites were lacking so far. Recent oxygen isotope studies have shown that individual coarse-grained minerals are less sensitive to low-T alteration than whole-rock samples (e.g. Vroon et al., 2001Go). Extensive studies of mineral separates from ocean island basalts (Eiler et al., 1997Go) and oceanic-arc lavas (Eiler et al., 2000aGo) demonstrated that analyses of mineral separates consistently span a narrower range than comparable whole-rock data. At Grønnedal-Ika, whole-rock oxygen and carbon isotope data were used as an argument against liquid immiscibility between syenites and carbonatites because of their distinct differences in {delta}18OV-SMOW and {delta}13CPDB (Pearce et al., 1997Go). To evaluate this argument in the view of mineral data, the oxygen isotope compositions of fresh magmatic clinopyroxene and amphibole in the syenites were measured, augmented by C and O isotopic data of microdrilled calcite (Table 5).


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Table 5: O and C isotope composition of minerals from the Grønnedal-Ika intrusion

 
The oxygen isotopic composition of clinopyroxene from the syenites varies from 4·2 to 4·9{per thousand} and that of amphibole ({delta}18O = 4·7{per thousand}) is within this range. The average {delta}18O value of clinopyroxene from the layered syenites is 4·6{per thousand} ± 0·2{per thousand} (1{sigma}). There is no significant isotopic compositional difference between the layered syenites and the late syenites. It was not possible to analyze core and rim compositions in the clinopyroxenes from the XPS separately, but, from petrographic observations, the proportion of rim composition in the clinopyroxene population should be relatively small compared with the core composition. {delta}18O values of clinopyroxene from the XPS are in the lower range of the entire dataset. Clinopyroxene from a gabbroic xenolith (sample GR 08) is slightly, but significantly, higher in {delta}18O than from the syenites, with {delta}18O = 5·1{per thousand}.

In the studied suite of samples, the oxygen isotope composition of calcite ranges from 7·8 to 8·6{per thousand} {delta}18O and carbon isotope composition varies between –3·9 and –4·7{per thousand} {delta}13C. Our data overlap with the data from the literature. They are shown in Fig. 8, together with the field of primary, mantle-derived carbonatites as proposed by Taylor et al. (1967)Go. The C and O isotopic compositions of the Grønnedal-Ika carbonates are within the upper half of the primary carbonatite field of Taylor et al. (1967)Go.



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Fig. 8. Carbon and oxygen isotope composition of calcite from Grønnedal-Ika carbonatites, together with the field of primary, unaltered carbonatites of Taylor et al. (1967)Go. Arrows indicate schematically the main processes responsible for changes in the C–O isotopic compositions (after Deines, 1989Go and Demény et al., 1998Go). Comparative data are whole rocks and separated carbonate phases from Grønnedal-Ika carbonatites (dark grey field: Goodenough, 1997Go; Pearce et al., 1997Go; light grey field: Taubald et al., 2004Go).

 
Nd isotope analyses
Nd isotopic analyses of mineral separates and whole-rock samples are presented in Table 6. {varepsilon}Nd(T) values were calculated for T = 1300 Ma based on the Rb–Sr isochron age of the complex (Blaxland et al., 1978Go). They range from +1·8 to +2·8 for the syenites and from +2·4 to +2·8 for the carbonatites. The average {varepsilon}Nd(T) of the carbonatites (2·59 ± 0·20) is slightly higher, but not significantly different from the average of the syenites (2·36 ± 0·40). Thus, the Nd isotopic composition of the Grønnedal-Ika complex appears to be relatively homogeneous. However, {varepsilon}Nd(T) is slightly lower compared with whole-rock syenite data from Grønnedal-Ika ({varepsilon}Nd = 3·2–3·9; Goodenough, 1997Go) and a value for the Gardar mantle source ({varepsilon}Nd > 4) defined by Andersen (1997)Go. Plotted in a Sm–Nd isochron diagram (Fig. 9), all analyses of the mafic minerals and the carbonatites scatter closely around the 1300 Ma reference line. Clinopyroxene from a gabbroic xenolith (sample GR 08) yielded a distinctly lower {varepsilon}Nd(T) value than those typical for the syenites [{varepsilon}Nd(T) = –1·7]. A whole-rock sample of relatively unaltered basement gneiss has {varepsilon}Nd(T) = –13·3.



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Fig. 9. Sm–Nd isochron diagram for clinopyroxene and amphibole mineral separates from syenites and whole-rock carbonatites from Grønnedal-Ika. The 1300 Ma reference line is based on the Rb–Sr age of 1299 ± 17 Ma (Blaxland et al., 1978Go). Errors (±0·5% for 147Sm/144Nd and ±0·002% for 143Nd/144Nd) are not larger than the symbols.

 

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Table 6: Mineral separate and whole-rock Nd isotope analyses from Grønnedal-Ika

 

    CALCULATION OF PHYSICO-CHEMICAL PARAMETERS
 TOP
 ABSTRACT
 INTRODUCTION
 PREVIOUS WORK AND GEOLOGICAL...
 ANALYTICAL METHODS
 PETROGRAPHY AND MINERAL...
 GEOCHEMISTRY
 CALCULATION OF PHYSICO-CHEMICAL...
 DISCUSSION
 SUMMARY AND CONCLUSIONS
 REFERENCES
 
Temperature, silica activity and oxygen fugacity in the nepheline syenites
The quantification of intensive crystallization parameters can be used to distinguish separate phases in the evolution of the complex or individual units. Furthermore, the determination of equilibration temperatures is important for obtaining accurate estimates of the oxygen isotope composition of the melt from the mineral data, because mineral–melt isotopic exchange is temperature dependent. The quantification of silica activities and oxygen fugacities is relevant for comparison with other Gardar complexes to evaluate the possible influence of these parameters on the origin of the carbonatite.

Equilibria among Ne, Ab and Jd components in nepheline, alkali feldspar and clinopyroxene solid solutions, respectively, provide means to estimate temperatures and silica activities in nepheline syenites (Markl et al., 2001Go). These equilibria are believed to reflect the conditions during formation of the last mineral in a specific assemblage (Markl et al., 2001Go). In the absence of a reliable pressure estimate, 1 kbar was used for all calculations. This value is an estimate from the Ilímaussaq intrusion further south in the Gardar Province, based on fluid inclusion studies (Konnerup-Madsen & Rose-Hansen, 1984Go). For the nepheline syenites of Grønnedal-Ika, the following three equilibria are relevant:

(1)

(2)

(3)

Following the approach of Markl et al. (2001)Go, we assume equilibration of the magmatic mineral assemblage is achieved as long as melt remained in contact with the minerals and in the absence of growth zonation (feldspars and nephelines). Zoned clinopyroxene crystals record various stages of crystallization, and the increase in Na+ and Fe3+ in clinopyroxene rims and along cracks may reflect oxidation by residual melt or fluid phases (Marks et al., 2003Go). Therefore, estimates of magmatic T and aSiO2 conditions were made using clinopyroxene compositions that presumably reflect early crystallization, i.e. the most diopside-rich compositions of the matrix clinopyroxenes. Activities of jadeite in clinopyroxene (aJd) were calculated after Holland (1990)Go at temperatures of 800, 900 and 1000°C. For feldspars, the complete range of compositions measured was used to determine the activity of albite (aAb) after Fuhrman & Lindsley (1988)Go, again at 800, 900 and 1000°C. Nepheline activities (aNeph) were calculated using a mixing-on-sites model and do not show a large variation, either between or within samples. Therefore, an average aNeph for each sample was used. Input parameters and results are summarized in Table 7. Calculations using minimum and maximum values for aJd and aAb resulted in four positions of the same invariant point that define parallelogram-shaped fields in TaSiO2 space (Fig. 10). These fields are considered to represent the equilibration conditions of the assemblage.



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Fig. 10. Temperature vs silica activity diagrams showing equilibria between Ab, Ne and Jd for the syenitic rocks of Grønnedal-Ika. All calculations were performed using an extension of the GEO-CALC software (Berman et al., 1987Go; Lieberman & Petrakakis, 1991Go). Note that the x-axis values are based on a log10 scale. (a) Ab–Ne–Jd in matrix clinopyroxene (light grey field) and Ab–Ne–Jd in clinopyroxene phenocryst rims (dark grey field) equilibria, calculated for constant P (1 kbar) and nepheline activity (aNeph = 0·74) and minimum and maximum Ab and Jd activities determined in the respective minerals; thus, four different positions of the same invariant point are obtained, which define the parallelogram-shaped fields; (b) fields defined by the four invariant points of the Ab–Ne–Jd equilibria as described in (a) for four samples from the Layered Syenites.

 

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Table 7: Activities used in calculations for jadeite–albite–nepheline equilibria and resulting temperatures and silica activities of syenitic rocks from Grønnedal-Ika

 
For the LS and the PMS, equilibrium conditions vary from 680 to 850°C and aSiO2 values of 0·28–0·41 (Table 7). Temperatures agree well with those obtained by nepheline geothermometry after Hamilton (1961)Go, which yields temperatures between 700 and 850°C. Only a few nepheline analyses poor in SiO2 indicate temperatures as low as 500°C, which suggests prolonged re-equilibration (Powell, 1978Go). Calculations with a higher crystallization pressure of 2 kbar yield slightly higher temperatures and silica activities, but this does not affect the general conclusions of this study. For the XPS, calculations were performed with clinopyroxene compositions from phenocryst cores, phenocryst rims and matrix grains, as it is not clear from petrographic observations which clinopyroxene equilibrated with the nepheline and feldspar. Calculations with the most Mg-rich matrix cpx compositions indicate temperatures of 710–775°C and silica activities of 0·28–0·36. Equilibria with Mg-rich rim compositions yield similar but slightly elevated values of aSiO2 (0·32–0·43) and temperatures of 785–910°C. For both matrix and phenocryst rim compositions, calculated values of T and aSiO2 overlap with the intensive parameters determined for the Layered Syenites. However, equilibria based on typical phenocryst core compositions (aJd = 0·08–0·12) yield temperatures of <550°C at silica activities <0·25. It is very unlikely that the cores grew at such low temperatures, and most probably the clinopyroxene core compositions were not in equilibrium with nepheline and alkali feldspar during growth. Thus, we believe that the clinopyroxene phenocryst cores of the XPS crystallized during a distinct earlier event in the magmatic history, possibly as the only crystallizing phase or at higher P.

The abundant occurrence of cancrinite (Fig. 4f) suggests a considerable build-up in CO2 in the late stages of the solidification of the magma, as cancrinite crystallization temperatures, derived from fluid inclusion data, range from 450 to 650°C at 1·1–1·5 kbar (Sobolev et al., 1974Go). This enrichment of CO2 might be linked to the forcible emplacement of the carbonatite into the nepheline–syenites.

Oxygen fugacities in the nepheline syenites were estimated from the compositions of reintegrated titanomagnetites, and independent temperature determinations from Ne–Ab–Jd equilibria. In Fig. 11, theoretical oxygen buffer curves (FMQ, HM) are plotted together with their displaced positions appropriate to the activities determined from mineral analyses in this study (FMQ*, HM*, FsMQ*). FMQ* marks the minimum oxygen fugacity in the nepheline syenites, as this is the position of the buffer curve recalculated with mineral compositions typical for the syenites (aSiO2 = 0·37, aMag = 0·43) if olivine with aFa = 1 were present. At high temperatures, Fe–Ti oxides equilibrate readily with a fluid phase because of their fast reaction kinetics in hydrothermal experiments (Buddington & Lindsley, 1964Go), and it can be inferred that this is true for melts as well. Then, for a given temperature and magnetite–ulvöspinelSS composition, the fO2 of the fluid–melt can be read from the fO2T graph (Fig. 11). Because this fluid–melt phase, in turn, determines the fO2 of the rock (Buddington & Lindsley, 1964Go), we can estimate the oxygen fugacities of the nepheline syenitic melts at their equilibration temperatures of 710–910°C with the typical oxide composition Mag60–70Usp30–20. The latter are represented as projections of tie-lines connecting coexisting magnetite–ulvöspinelSS and hematite–ilmeniteSS pairs after Buddington & Lindsley (1964)Go and they define a dark grey shaded field in Fig. 11. At temperatures appropriate for the syenites (700–910°C) fO2 falls between +2 and +5 log units above the FMQ buffer (cross-hatched pattern in Fig. 11). This result agrees well with the position of the FsMQ* (ferrosilite–magnetite–quartz) buffer at very low aFs values (≤0·01) that corresponds to the virtually absent ferrosilite component in the aegirine–augites. The occurrence of presumably late- to post-magmatic hematite indicates that oxygen fugacities increased to values >1 log unit above the HM buffer during the later stages of magmatic evolution (light grey arrow).



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Fig. 11. fO2T diagram with estimated formation conditions of early- and late-magmatic Fe–Ti oxides in the Grønnedal-Ika syenites. FMQ and HM are the fayalite–magnetite–quartz and the hematite–magnetite buffer. FMQ* is the displaced FMQ buffer recalculated with mineral compositions typical values of the syenites (aSiO2 = 0·37, aMag = 0·43). The same activities were used to calculate the position of the displaced buffer reaction 3ferrosilite + O2 = 2magnetite + 6SiO2 (FsMQ*). HM* shows the displaced position of the HM buffer representative for the syenitic samples with aHem = 0·98 and aMag = 0·43. These calculations were performed using an extension of the GEO-CALC software (Berman et al., 1987Go; Lieberman & Petrakakis, 1991Go). Tie-line projections connecting conjugate magnetite–ulvöspinelSS and hematite–ilmeniteSS pairs after Buddington & Lindsley (1964)Go are shown for magnetite compositions typical of the Grønnedal-Ika samples. They define the dark grey field (see text for discussion). Stippled curves indicate the position of the equilibrium CH4 + 2O2 = 2H2O + CO2 with C:H = 1:2 and variable fCH4/fCO2 ratios (calculations assume ideal gas behavior, Ptotal = 1 kbar and C:H = 1:2; thermodynamic data from Robie & Hemingway, 1995Go). The grey arrow shows a possible evolution path of the Grønnedal-Ika syenitic magmas. The trend of the augite syenite unit from the Ilímaussaq intrusion is from Markl et al. (2001)Go; the field for the Igdlerfigssalik syenites (confetti pattern) represents conditions for cumulus crystallization after Powell (1978)Go.

 
Stable isotope composition of the Grønnedal-Ika magmas
Oxygen isotopes in nepheline syenites
Oxygen isotope data for mineral separates from Grønnedal-Ika and other Gardar igneous rocks (Halama et al., 2003Go; Marks et al., 2003Go) are plotted in Fig. 12a versus the respective {varepsilon}Nd(T) values. Compared with the Eriksfjord Formation basalts, samples from Grønnedal-Ika syenites have slightly lower {delta}18O values at slightly higher values of {varepsilon}Nd(T). Clinopyroxene from the gabbroic xenolith overlaps with the EF basalt samples. In contrast, most minerals from the silica-oversaturated rocks from the Puklen intrusion tend towards lower {delta}18O values and strongly negative {varepsilon}Nd(T) values, which were interpreted to reflect the influence of open-system late-stage magmatic processes and assimilation of crustal material (Marks et al., 2003Go). These factors do not seem to have affected the Grønnedal-Ika rocks. However, not only the oxygen isotopic composition of the melt, but also temperature and chemical composition of the minerals influence {delta}18Omineral values (Zheng, 1993aGo, 1993bGo). Therefore, it is useful to calculate {delta}18Omelt from the mineral data. The calculation of the oxygen isotopic composition of the original melts from mineral data is relatively straightforward for basaltic rocks (Kalamarides, 1986Go), but less so for the Grønnedal samples because of lower equilibration temperatures and the formation of diopside–aegirine solid solutions. We therefore used a different approach, which is briefly described below.



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Fig. 12. Oxygen–neodymium isotope correlation diagrams for (a) mineral data and (b) calculated melt compositions and whole-rock analyses. {varepsilon}Nd (T = 1·3 Ga) values for MORB were calculated using the DMM models of DePaolo (1981)Go and Goldstein et al. (1984)Go. The hypothetical oxygen isotope composition of clinopyroxene in MORB was calculated based on analyses of MORB olivine ({delta}18O = 5·2{per thousand}; Eiler et al., 1997Go) and the oxygen isotope fractionation between olivine and clinopyroxene ({Delta}ol–cpx = –0·4{per thousand}; Mattey et al., 1994Go). Comparative mineral data are from Halama et al. (2003Go; EF basalts), Marks et al. (2003Go; Puklen intrusion) and Marks et al. (2004bGo; Ilímaussaq). For calculation of melt compositions, see text. MORB glass data are from Eiler et al. (2000b)Go, comparative whole-rock data from Gardar rocks were taken from Pearce & Leng (1996Go; Igaliko dikes). The Grønnedal-Ika carbonatite field indicates available oxygen isotope data from various sources (Pearce et al., 1997Go; Taubald et al., 2004Go) combined with the Nd isotope data of this study.

 
Based on the nepheline–albite–jadeite equilibria, we assume that the equilibration temperature (Teq) for all nepheline syenitic samples is