Methane Hydrate Stability in Seawater
Transcript of Methane Hydrate Stability in Seawater
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METHANE HYDRATE STABILITY IN SEAWATER
Gerald R. Dickens
Department of Geological Sciences, University of Michigan
Ann Arbor, USA
Mary S. Quinby-Hunt
Energy and Environment Division, Lawrence Berkeley Laboratory
Berkeley, CA, USA
Modified for the WWW with permission from the authors
from GEOPHYSICAL RESEARCH LETTERS@, VOL. 21, NO. 19, PAGES 2115-2118,
SEPTEMBER 15, 1994
Abstract. Experimental data are presented for methane hydrate stability conditions in seawater (Salinity
in 33.5 ppt). For the pressure range of 2.75-10.0 MPa, at any given pressure, the dissociationtemperature of methane hydrate is depressed by approximately -1.1 C relative to the pure methane-pure
water system. These experimental results are consistent with previously reported thermodynamic
predictions and experimental results obtained with artificial seawater. Collectively these results provide a
minimum constraint concerning depth ranges over which methane hydrate is stable in the oceanic
environment.
Introduction
Clathrate hydrates of gas ("gas hydrates") are crystalline substances composed of cages of water
molecules that host molecules of gas. The pressure and temperature conditions under which such
hydrates are stable depend on gas composition, dissolved ion concentrations, and possibly surroundingmedia [Katz et al., 1959 Sloan, 1990].
There has been considerable recent interest concerning methane hydrates located along continental
margins because they may represent (1) a future energy resource, (2) a modulator of climate change, (3)
a means to indirectly determine heat flow through accretionary wedges, and (4) a hazard in various
marine operations [e.g., Cande et al., 1987Kvenvolden, 1988aKvenvolden, 1988bMacDonald,
1990 Nisbet, 1990Paull and Ussler, 1991Appenzeller, 1991Hyndman et al., 1992Kvenvolden,
1993]. Such literature often revolves around discussion of the pressure and temperature conditions at
which methane hydrate can form and/or dissociate. However, while pressure and temperature conditions
that govern hydrate stability in pure water have been extensively investigated, pressure and temperature
conditions at which methane hydrate might form and/or dissociate in the marine environment have not
been determined experimentally [Sloan, 1990]. In particular, recent workers [e.g.,Englezos and
Bishnoi, 1988Hyndman et al., 1992] explicitly have stated a need for experimental data regarding
methane hydrate stability in seawater. The objective of this investigation is to determine methane hydrate
stability conditions for the pure methane-seawater system.
Experimental Procedure
The experimental apparatus and procedure used in this investigation are somewhat similar to those of
previous studies of hydrate phase equilibria (seeKatz et al. [1959] Sloan [1990]). An autoclave with a
sight glass and exterior bath chamber was mounted on a rocking device and attached to an externalheating/cooling unit. A Budenberg pressure gauge and an Omega K-type thermocouple then were
connected to the interior of the autoclave via a side port. Methane and water were introduced into the
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autoclave through a second side port. Pressures using the apparatus are limited to below 10.5 MPa.
Prior to and after each experiment the thermocouple was removed from the autoclave and calibrated to
an Omega RTD probe. We estimate errors in reported temperature to be within 0.2 C on the basis of
this calibration. Errors in reported pressure are within 0.07 MPa. Methane used in these experiments was
supplied through Airco Gases and has a reported purity in excess of 99.99 %. Seawater was collected
from the Monterey Bay (off the California coast) and passed through a 0.8 1lm Millipore filter. Thesalinity of this filtered seawater was determined using a refractometer at 33.5 + 0.5 GO. Water was
degassed under vacuum within the autoclave prior to experimentation.
Two sets of measurements were determined in this investigation: (1) hydrate stability conditions for the
pure methane-pure (deionized) water system and (2) hydrate stability conditions for the pure methane-
seawater system. The purpose of the former set of measurements was to compare pressure and
temperature results using our apparatus and techniques to those reported in literature (compiled in Sloan
[1990]). Both sets of measurements were restricted to temperatures above the icewater-hydrate-vapor
quadruple point (Q') because this stability region is of principle interest to earth scientists.
All experiments were conducted under isobaric conditions with pressure held constant by an externalmethane source. Hydrate initially was formed by supercooling mixtures of water and methane below
expected pressure-temperature conditions for hydrate formation/ dissociation. The temperature then was
raised slowly until the hydrate dissociated. This process was repeated several times (with agitation) over
successively smaller temperature increments. Determination of methane hydrate stability conditions at
any given pressure was made visually upon final hydrate dissociation.
Results and Discussion
The temperatures at which methane hydrate dissociates at constant pressure for both the pure methane-
pure water and pure methane-seawater systems are reported in Table 1. Measurements for the pure
methane-pure water system agree well with results from other studies (Figure 1), and indicateconsistency between experimental procedures. All experimental data (compiled in Sloan [1990]) for the
pure methane-pure water system between pressures of 2.56 MPa (quadruple point, Ql) and 100 MPa
show that reciprocal absolute dissociation temperature varies nearly linearly with the logarithm of
pressure (n.b., P > 12 MPa are not displayed in Figure 1). This relation arises because the change in
volume of water and hydrate are negligible compared to the change in volume of methane gas upon
hydrate formation and because the methane hydrate enthalpy of formation and methane compressibility
factor are relatively constant over this pressure/temperature range [Korvezee and Pieroen, 1962].
Addition of simple salts (e.g., NaCI, KCI, CaCI2) and mixtures of these salts to water previously has
been shown to decrease the stability of gas hydrates such that for certain pressure ranges, the
dissociation temperature is depressed by a constant amount relative to the pure water system [Katz et al.,
1959 Barduhn et al., 1962Menton et aL, 1981 de Roo et al., 1983Dholabhai et al., 1991]. This
constant offset presumably results because dissolved ion inhibitors do not affect hydrate enthalpy of
formation, but only decrease the entropy of water molecules i.e., the activity of water is the only
parameter concerning hydrate equilibrium conditions that is affected by introduction of dissolved species
[Mentor et al., 1981Englezos and Bishnoi, 1988].
The net combination of all dissolved dons On seawater also depresses the dissociation temperature for
methane hydrate stability by a constant amount between pressures of 2.75-10 MPa (Figure 1). A
constant temperature offset at any given pressure previously has been observed for dissociation of freon
hydrates in seawater [Bardahn et aL, 1962]. For seawater with salinity of 33.5 ppt, the dissociationtemperature of methane hydrate is offset by approximately -1.1 C relative to the pure water system. The
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temperature offset is within analytical precision of that found for methane hydrate dissociation in a
"synthetic" solution (S = 35 ppt) comprised of only the major ions in seawater [Dholabhai et al., 1991]
(Figure 1). For the seawater used in this investigation, the dissociation temperature at any given pressure
between 2.5-10 MPa further can be described by the following empirical equation (r2 > 0 99)
(1)..........1/T = 3.79 x 10-3- 2.83 x 10-4(logP)
where T is temperature (K) and P is pressure (MPa).
Of interest to earth scientists is the "equivalent water depth" at which methane hydrate is stable
[Kvenvolden and Grantz, 1990Hyndman et al., 1992]. Using a hydrostatic pressure gradient of 0.010
MPa/m (T = 0 C S = 33.5 ppt gravity at sea level = 9.8 m/s2), the above equation can be recast in
terms of depth:
(2)..........d = 100 * exp[ (3.79 x 10-3 - 1/T) /2.83 x 10-4]
where d is depth (m). Assuming dissolved ions have negligible effect on entropy, the heat of formation
of methane hydrate, and/or the compressibility factor of methane with respect to changes in pressure, thetemperature offset will be similar at significantly greater depths, although experimental data concerning
salt inhibition on hydrate stability at high pressures (P > 14 MPa) has not been published.
Past authors [e.g., Claypool and Kaplan, 1974] have extrapolated experimental data for highly saline
NaCI solutions in order to estimate the temperature depression of methane hydrate stability produced by
dissolved ions in seawater. However, such an approach renders a temperature offset greater than the
observed -1.1 C. For example, data from de Roo et al. [1983] indicates the temperature of methane
hydrate dissociation in a 11.75 % NaCI solution is decreased at any given pressure by approximately 5.3
C. A linear extrapolation of this data to a 3.35 % "seawater" solution therefore gives a temperature
offset of -1.5 C. The difference between this latter estimate and the observed value arises because the
temperature offset of hydrate stability in seawater should always be less than that in equivalent salinity
NaCI solutions [Bardahn et al., 1962], and because temperature depressions produced by dissolved
salts vary non-linearly with ionic strength [Katz et al., 1959].
Thermodynamic approaches often have been used to successfully predict the stability conditions of gas
hydrates in pure water and simple salt solutions [e.g., van der Waals and Platteeaw, 1959Holder et al.,
1980Menton et al., 1981].Englezos and Bishnoi [1988] have suggested that such a treatment can be
extended to mixed electrolyte solutions and have predicted that at any given pressure a constant
temperature offset of "about" -1.0 C will be observed for hydrate stability in the pure methane-seawater
(S = 35 %O) system relative to the pure water system. Experimental data presented here (and for
"synthetic" seawater [Dholabhai et al., 1991]) therefore are consistent with their theoreticalexpectations. Moreover, if the predictive method presented byEnglezos and Bishnoi [1988] is assumed
to be accurate (seeDholabhai et al. [1991]), the range of temperature offsets between hydrate
dissociation in pure methane-seawater systems and the pure methane-pure water system at any given
pressure will be less than about 0.14 C for the salinity range (33-37%O) of nearly all ocean water. We
thus suggest that data presented here are a good first approximation of methane hydrate stability
conditions in essentially all oxic seawater.
Many bottom-simulating-reflectors (BSRs) along continental margins are believed to mark the base of
the methane hydrate stability zone i.e., the sedimentary depth at which methane hydrate dissociates
[e.g., Shipley et al., 1979 Cande et al., 1987Hyndman et al., 1992]. A remaining issue is why inferred
pressures and temperatures at BSRs appear to fall closer to the pure methane-pure water stability curverather than the pure methane-seawater stability curve [Hyndman et al., 1992]. A number of hypotheses
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could explain this phenomenon. First, errors in estimated temperatures at BSRs typically are greater than
1.1 C [Hyndman et al., 1992]. Discrepancy between inferred pressure-temperature conditions at BSRs
and those that govern the pure methane-seawater system thus simply may be an artifact of poor
temperature resolution (as noted inHyndman et al. [1992]). There are, however, at least three reasons
why pressures and temperatures at BSRs might be expected to deviate towards the pure methane-pure
water/stability curve: (1) advection and/or diffusion of dissolved salts that are excluded upon hydrate
formation may lower the total salinity of a system, (2) incorporation of other gases (e.g., CO2, H2S,ethane, propane) will enhance the stability of "methane" hydrate relative to pure methane systems [Katz
et al., 1959 Claypool and Kaplan, 1974] and, (3) surrounding sediment may increase the stability of
methane hydrate as suggested by experiments of natural gas hydrate dissociation in bentonite [Cha et
al., 1988]. Results presented here thus provide a minimum constraint concerning pressure and
temperature conditions under which methane hydrate is stable in the oceanic environment. The actual
pressure (depth) range over which "methane" hydrate is stable may be significantly greater than
expected from considerations of the pure methaneseawater system and will depend on pore water
migration, trace gas concentrations (particularly H2S seeNoaker and Katz [1954],Robinson and
Hutton [1967]) and the "effectiveness" of surrounding sediment.
Acknowledgments. Funding for G. Dickens was provided by the U.S. Department of Energy underappointment to Graduate Fellowships for Global Change administered by Oak Ridge Institute for
Science and Education (ORISE). This work was partially funded by Laboratory Directed Program
Research and Development of Lawrence Berkeley Laboratory under the U.S. Department of Energy
Contract No. DEAC03-76SF00098 (M. Quinby-Hunt). We thank P. Stevens, M. Ayers, and A. Hunt
for their help in constructing the apparatus used in these experiments, and R. Hyndman, K. Kvenvolden,
and P. Meyers for suggestions that improved the quality of this manuscript. We also are grateful to D.
Carney for supplying seawater used in this study. This letter is report LBL-35599.
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G.R. Dickens, Department of Geological Sciences, University of
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Michigan, Ann Arbor, Ml, 48109-1063.
M.S. Quinby-Hunt, Energy and Environment Division, Lawrence
Berkeley Laboratory, Berkeley, CA, 94720. (e-mail: [email protected])
(Received: May 16. 1994: Accepted June 24 1994
Table 1. Methane hydrate dissociation temperature at constant pressure for the pure methane-pure water
and pure methane seawater systems
P (Mpa) T (K)
Pure methane-pure water
3.45 276.1
4.21 277.9
5.17 280.2
6.21 281.97.31 283.4
8.34 284.5
9.58 285.4
Pure methane-seawater
2.76 272.4
3.45 275.0
4.21 276.9
4.90 278.9
5.58 279.6
6.21 280.7
6.90 281.6
7.65 282.4
8.27 283.3
9.03 284.0
10.00 284.8
Copyright 1994 by the American Geophysical Union.