Paper No. 3
Presentation Time: 9:00 AM-6:00 PM
INTERPRETATION OF H2O/CO2/NaCl PHASE EQUILIBRIA IN EXPERIMENTS AT MAGMATIC TEMPERATURES AND PRESSURES
TATTITCH, Brian1, CANDELA, Philip M.
2, PICCOLI, Philip
2 and BODNAR, R.J.
3, (1)Earth Sciences, University of Bristol, Bristol, BS8 1RJ, United Kingdom, (2)Department of Geology, University of Maryland, College Park, College Park, MD 20742, (3)Department of Geosciences, Virginia Tech, 4044 Derring Hall, Blacksburg, VA 24061, Brian.Tattitch@bristol.ac.uk
Cold-seal hydrothermal experimentation relevant to geological systems such as magmatic-hydrothermal Cu-Au ore environments requires the variation and control of many intensive variables, including initial H
2O/CO
2/NaCl
(eq.) ratios, run
fO
2, and the estimation of fluid inclusion (FI) pressure, final salinity and H
2O/CO
2 ratios. CO
2 production via oxalic acid (OA) is common in experiments, but H
2 gas is generated during OA decomposition and must diffuse across the Pt capsule wall. The initial internal
fH
2i (e.g.,
fH
2i ~9.7 MPa; log
fO
2 ~ -16.5) can be calculated upon OA decomposition from mass balance and phase relations (Duan et. al. 1995, GCA). By using the diffusion equation of Chou (1987: Hydrothermal Techniques), an instantaneous diffusion rate (dH
2/dt) is obtained. Iterative calculation of dH
2/dt and internal
fH
2 yields the time required for equilibration with the external
fH
2 (~0.32 MPa, or log
fO
2 ~ -14). Experiments performed at 800
oC, 100 MPa, and H
2O/CO
2 ~ 10 in Pt capsules (0.125 mm thick) require ~30 minutes for H
2 equilibration. Raman spectroscopy on the trapped vapor inclusions confirms the absence of CO and CH
4, which would be expected with prolonged elevation of
fH
2i at 800
oC.
The determination of pressure and salinity is also vital to characterizing FI. Inclusion pressure for vapor inclusions (P) can be estimated using an isochoric quench model. Given an initial estimate of inclusion salinity, the volume of condensed aqueous liquid (L) and CO2 (V) are calculated. The CO2 density is converted to P given a suitable equation of state. Clathrate melting temperature Tmclath is a function of salinity and pressure (Diamond 2003, MAC, SC 32) for inclusions containing (V). Given a Tmclath, P and salinity are then iterated until they converge at the clathrate stability boundary. Run product vapor inclusions containing L and V, and which nucleate clathrate (Tmclath~ 4oC), have calculated P ~ 25-26 bars @ 1-3 wt% salinity, consistent with observed phase relations. In summary, H2 generated from OA decomposition has minimal effect on fO2, at the above experimental conditions. Given published phase equilibria, mass balance calculations, an equation of state for CO2, and empirical confirmation, an isochoric quench model for FI may provide a useful tool in evaluating salinity in CO2/clathrate-bearing vapor inclusions.