AENIGMATITE-ILMENITE-CLINOPYROXENE EQUILBIRA AND APPLICATIONS TO GEOTHERMOMETRY AND OXYGEN BAROMETRY IN PANTELLERITIC MELTS: EXAMPLES FROM PANTELLERIA (ITALY) AND EBURRU (KENYA)
Recent studies have demonstrated the utility and reliability of QUIlF equilibria in constraining intensive crystallization parameters (T-P-fO2-aSiO2) in peralkaline igneous rocks with assemblages of fayalite-clinopyroxene-ilmenite. Briefly: temperature is constrained by clinopyroxene-fayalite equilibria; the addition of silica activity (or presence of quartz) can constrain pressure, or vice versa; and the addition of ilmenite allows the calculation of oxygen fugacity. However, many highly-evolved pantellerites have assemblages of clinopyroxene-ilmenite-aenigmatite or clinopyroxene-aenigmatite; the lack of fayalite precludes the use of QUIlF equilibria to determine T- fO2 in these rocks. We demonstrate that temperature and oxygen fugacity in highly-evolved pantelleritic melts can be reasonably constrained, given a set of assumptions (fixed P, aSiO2 = 1.0 relative to quartz, and aNa2Si2O5 = 1.0), by the following equilibria:
1) Aen + O2 = Ilm + 2 Hem + 2 SiO2 + Na2Si2O5,
2) 2 SiO2 + 2 Na2Si2O5 + 2 Fa + O2 = 4 Aeg,
3) 2 Aeg = Hem + 2 SiO2 + Na2Si2O5,
4) Aen + Na2Si2O5 + O2 = 4 Aeg + Ilm, and
5) 2 Fs (cpx) + O2 = 4 SiO2 + 2 Hem.
Reaction 1 defines a univariant curve in T-fO2 space for assemblages with aenigmatite-ilmenite. Reaction 2 defines the fayalite-out reaction, and the intersection of this curve with 1 provides a maximum T. Reaction 3 defines the rhombohedral oxide-out reaction, and provides a minimum T for assemblages with ilmenite and a maximum T for assemblages without ilmenite. Reaction 4 is the upper boundary of the no-oxide field, and provides a minimum T for assemblages without oxides. Reaction 5 is the displaced AHQ buffer, one of the QUIlF reactions. The intersections of curves defined by reactions 1 and 5 may be able to provide a reasonable estimate of T- fO2 for assemblages of aenigmatite-ilmenite-clinopyroxene. Since the free energy data for aenigmatite and aegirine used in these calculations are from estimates, rather than experiment, curves for equilibria 1-4 should be drawn with a very broad brush! However, results from these techniques are consistent with both experimental data and results from other techniques applied to suites from Pantelleria, Italy, and Eburru, Kenya.