the thermal regime in the jeanne d'arc basin, offshore eastern canada
TRANSCRIPT
Tectonophysics, 194 (1991) 357-361
Elsevier Science Publishers B.V., Amsterdam
357
The thermal regime in the Jeanne d’Arc Basin, offshore eastern Canada
Anthio Correia a,b and F. Walter Jones b ’ Departmento de Fisica, Uniuersidade de .&ora, 7ooO koora, Portugal
’ Department of Physics, Unioersity of Alberta, Edmonton, Alta. T6G 251, Canada
(Received December 12, 1989; revised version accepted March 28, 1990)
ABSTRACT
Correia, A. and Jones F.W., 1991. The thermal regime in the Jeanne d’Arc Basin, offshore eastern Canada. In: V. Cermak and
J.H. Sass (Editors), Forward and Inverse Techniques in Geothermal Modelling. Tectonophysics, 194: 357-361.
Heat flow density values within the Jeanne d’Arc Basin from a previous study are compared with calculated heat flow
densities based on a two-dimensional conductive numerical model. Three profiles across the basin are considered, and it is
found that although water motion may affect the temperature distribution at shallow depths, it is unlikely that the thermal
field is perturbed by water motion at great depths. It is found that the temperature at 20 km depth lies between 420 and
440°C. and that the heat flow density from the upper crust beneath the basin is about 45 mW/m2.
Introduction
In a recent study, Correia et al. (1990) esti-
mated heat flow densities for the Jeanne d’Arc
Basin in offshore east coast Canada. The location
of the study area is shown in the insert of Fig. 1.
The geographical coordinates of the basin center
are about 47 o N and 48.5 ’ W, and the area of the
basin is approximately 16,000 km*. In the N-S
direction the length of the basin is about of 200
km, and it is about 100 km wide in the north and
narrows to a width of approximately 40 km in the
south. The basin is deep in the north, where the
sediments reach thicknesses of up to 20 km (Grant
et al., 1986; Keen et al., 1987; Enachescu, 1987)
but it becomes shallower toward the south. The
basin developed as a consequence of Mesozoic
extensional rift tectonics that led to the formation
of the North Atlantic Ocean, and is filled with
Mesozoic and Cenozoic sediments that overlie Tri-
assic red-bed and salt deposits.
The heat flow density pattern in the Jeanne
d’Arc Basin was determined by Correia et al.
(1990) from 600 bottom-hole temperature (BHT)
values obtained in 35 oil wells. A divided-bar
apparatus was used to measure thermal conductiv-
ities of rock samples (limestone, dolomite,
anhydrite, shale, claystone, sandstone, and silt-
stone) from four wells in the basin in either solid
disc form or by the cell method on cuttings (Sass
et al., 1971). For other rocks for which no samples
were available (marlstone, chert, coal, con-
glomerate, and salt) assumed thermal conductivity
values were used. The measured and assumed
thermal conductivities are presented in Correia et
al. (1990). The thermal conductivity values were
corrected for temperature dependence in the heat
flow density calculations.
The heat flow density data from Correia et al.
(1990) suggest that, for the upper 5 km of the
basin, consisting essentially of Tertiary and Upper
Cretaceous formations, the vertical component of
fluid flow is probably no greater than 1 mm/year.
Fluid flow in the basin is downward in the north
and upward in the south. Furthermore, consider-
ing the tectonic framework of the basin, with
sedimentary layers rising gently from north to
south, and the fact that the bottom of the ocean is
practically horizontal in the area, it was suggested
that fluids flow from the deep sediments in the
0040-1951/91/$03.50 0 1991 - Elsevier Science Publishers B.V.
358
46
Fig
o_
I
:. 1
A Fault (approximate) (ticks on down side)
49” 46”
46”
Heat flow density (HFD) values for the Jeanne d’Arc
Basin and locations of the profiles of the three model sections.
The insert shows the location of the study area in offshore
eastern Canada (modified from Correia et al., 1990). HFD are
in mW/m2.
north part of the basin to the south part following
the sedimentary layers, and that the driving mech-
anism for this fluid flow is probably dehydration
due to compaction of the deep sediments in the
north.
The present work is an extension of the previ-
ous work. A two-dimensional numerical model is
employed here to evaluate to what extent this fluid
flow is important in the redistribution of heat and
therefore acts to influence the temperature distri-
bution within the Jeanne d’Arc Basin, and to
estimate the heat flow density from the lower
crust.
Description of the model
Because of the elongated shape of the Jeanne
d’Arc Basin, a two-dimensional (2-D) model was
used. Since information concerning the possible
fluid flow pattern, the permeabilities of the geo-
A. CORREIA AND F.W. JONES
logical formations, and the hydraulic heads in the
wells drilled in the basin was not available, a
purely conductive model was chosen. If fluid flow
is important in the redistribution of heat within
the basin, then its effect should be seen when the
estimated heat flow density values are compared
with those calculated from the model. The numeri-
cal model uses an alternate direction implicit
method to solve the conservation of energy equa-
tion for heat conduction with heat production and
the algorithm is described in Jones and Ertman
(1985).
In order to model the Jeanne d’Arc Basin, it
was necessary to estimate the thermal conductivi-
ties of the geological formations and the heat flow
density from the lower crust. For this, the basin
was divided into five zones that correspond to the
Tertiary, Cretaceous, Jurassic (without salt), the
Jurassic salt layer, and the basement. Further-
more, the most abundant geological formations
encountered in the first three zones were divided
into three groups: (I) shale and claystone, (II)
sandstone and siltstone, and (III) limestone and
dolomite.
From published data (Grant et al., 1986; Keen
et al., 1987; Tankard and Welsink (1987); and
Enachescu, 1987), and lithologic logs from four
wells in the Jeanne d’Arc Basin, it was assumed
that, for the Tertiary, 80% of the geological forma-
tions belong to group I, 15% to group II, and 5%
to group III. For the Cretaceous it was assumed
that 50% of the geological formations belong to
group I, 35% to group II, and 15% to group III.
Finally, for the Jurassic it was assumed that 55%
of the geological formations belong to group I,
15% to group II, and 30% to group III.
Using the above assumptions, together with the
measured and assumed thermal conductivities for
the rock types encountered in the Jeanne d’Arc
Basin (Correia et al., 1990) the effective thermal
conductivities of the Tertiary, Cretaceous, and
Jurassic sediments were calculated by means of
the equation :
i Azi
(1)
THERMAL REGIME IN THE JEANNE D’ARC BASIN. OFFSHORE E CANADA 359
for a geological column of n layers, where AZ, is
the thickness of the rock layer of thermal conduc-
tivity K,. The values determined were 2.83 W m-’
K-‘, 3.02 W m-’ K-‘, and 2.77 W m-’ K-’ for
the Tertiary, Cretaceous, and Jurassic respectively.
For the basement, an average thermal conductiv-
ity of 2.75 W m-’ K-r was assumed (Weir and
Furlong, 1987), and for the salt layer an average
thermal conductivity of 5.7 W m-r K-r was used.
For the heat flow density from the lower crust, a
value of 45 mW/m2 was assumed.
Although it was not possible to determine heat
generation values for the geological formations of
the basin, heat production was included in the
model because of the great sediment thicknesses.
Assuming heat production values reported by
Keen and Lewis (1982) and Della Vedova and
Von Herzen (1987) for geological formations found
in similar geological environments, heat produc-
tion values for the sediments of the Jeanne d’Arc
Basin were calculated using the same approach as
that for the effective thermal conductivities. For
group I a heat production of 2.26 pW/m3 was
obtained, while for groups II and III heat produc-
tions of 1.73 rJ.W/m3 and 0.98 pW/m3, respec-
tively, were obtained. Using these heat production
values and the same percentages of rock types as
in the effective thermal conductivity calculations,
the heat production values obtained for the Ter-
tiary, Cretaceous, and Jurassic were 2.12 pW/m3,
1.88 pW/m3, and 1.8 pW/m3, respectively. A heat
production value of 1 pW/m3 was assumed for the
basement, and no heat production was assigned to
the salt layer.
To calculate the surface heat flow density within
the Jeanne d’Arc Basin, three profiles were consid-
ered (see Fig. 1). Profile 1 crosses the deepest part
of the basin, profile 2 crosses the middle of the
basin, and profile 3 crosses a shallow part of the
basin in the south. The models corresponding to
these three profiles were constructed from knowl-
edge of the basin structure (Grant et al., 1986;
Keen et al., 1987; Tankard and Welsink, 1987;
and Enachescu, 1987), but it must be emphasized
that they are approximate because the resolution
of geophysical methods and the complexity of the
Jeanne d’Arc Basin do not allow more detailed
models at this time. Figure 2 shows the model
cross sections corresponding to profiles 1, 2, and
3 of Fig. 1. The figures also show the calculated
surface heat flow densities as well as the heat flow
density values and errors from the bottom-hole
temperature data (Correia et al., 1990). It should
be noted that, as Correia et al., (1990) emphasized,
the error associated with the heat flow density
calculations for the wells in the basin are high
because of the relatively small number of thermal
conductivity measurements. A better control of
the thermal conductivities of the geological forma-
tions would substantially reduce the errors in the
heat flow density calculations.
Discussion and conclusions
If the models shown in Fig. 2 are reasonable,
the results of the heat flow density calculations for
them indicate that fluid flow may play an im-
portant role in the redistribution of heat in the
Jeanne d’Arc Basin. This conclusion is particularly
apparent from Fig. 2b, where a misfit between the
heat flow density values calculated from the bot-
tom-hole temperature data and the model is ob-
served even when the errors of the heat flow
density calculations are taken into account. For
Figs. 2a and 2c, a similar misfit is not obvious
and, within experimental error, the two sets of
results appear coincident. It is interesting to note
that in the area of the basin just north of profile 2
(Fig. 1) several oil reservoirs, including the giant
Hibernia oil field occur. If, as Roberts (1981)
claims, oil reservoirs coincide with regions with
relatively high fluid flow activity, this could ex-
plain, to a certain extent, the misfit observed in
profile 2. However, it is important to note that
while the models described here extend to depths
of 20 km, the heat flow densities calculated for the
basin employed data only from depths up to 5 km.
Nevertheless, it is probable that because of com-
paction, porosity and permeability decrease sub-
stantially with depth, and so the temperature dis-
tribution within the basin at greater depths than 5
km is not greatly affected by fluid flow. However,
at this stage, it is impossible to draw further
conclusions about the thermal regime of the Jeanne
d’Arc Basin at depths greater than 5 km, and more
data concerning the thermal conductivities and
360 A. CORREIA AND F.W. JONES
90
80
70
60
50
40 h
1
0 20 40 60 80 100 120 140
km 0 Tertiary Ez3 Cret%X?CJllS m Jurassic
N JlNaSSlC-Salt cl Basement
901
L 0
I I I
0 I I
20 40 I
60 80 I
100 120 1)
140
-_ 0 20 40 60 ii0 lb0 150 lb0
km 0 Tertiary
Ea Cretaceous m Jurassic
Ea Jurassic-Salt 0 Basement
,c) 0 20 40 60 80 100 120 140
-- 0 io 40 60 .80 lb0 li0 lh0
km 0 Tertiary ilam JW3SSlC EEzI Jurassic-Salt
Fig. 2. Profiles 1-3 of Fig. 1. The continuous line in the upper part of the figure represents the heat flow density calculated for the
model. Also shown are the HFD values and errors calculated for the wells in the basin on or near the profile. The dashed lines in the
lower part of the figure are temperature isolines in degrees Celsius. (a) Profile 1. (b) Profile 2. (c) Profile 3.
THERMAL REGIME IN THE JEANNE D’ARC BASIN, OFFSHORE E CANADA 361
heat productions of the sediments is necessary, as
well as information about how porosity and per-
meability vary with depth.
The temperature distributions as a function of
depth are also shown in Fig. 2. However, it must
be remembered that the temperature isolines rep-
resent the case for which no fluid flow exists, and
the porosity and permeability are small (Smith
and Chapman, 1983). This is not the case here, at
least for the upper 5 km of the basin.
Profiles 1 and 3 indicate that, for the corre-
sponding regions of the Jeanne d’Arc Basin heat
transfer is probably by conduction only. If this is
true, it means that the heat flow density from the
crust is about 45 mW/m2 as assumed in the
model. This value is close to the values reported
by Sclater et al. (1975), Lewis and Hyndman
(1976), and Wright et al. (1980). Furthermore, it is
seen that the temperature at 20 km lies between
420 o and 440 o C.
It is clear that the present knowledge of the
basin does not allow the models to be better
constrained, but the comparison of the models
with the heat flow density calculations indicates
results that are consistent with the conclusions of
Correia et al. (1990).
Acknowledgments
The authors thank M. Ertman for his help in
computing matters. One of the authors (AC) was
supported by the University of Evora, Portugal,
by the Junta National de Investiga@o Cientifica e
Tecnolbgica, Portugal, and by the University of
Alberta through a teacher assistantship. The work
was supported by the Imperial Oil Company of
Canada and the Natural Sciences and Engineering
Research Council of Canada.
References
Correia, A., Jones, F.W. and Fricker, A., 1990. Terrestrial heat
flow density estimates for the Jeanne d’Arc Basin, offshore
eastern Canada. Geophysics, 59: 1625-1633.
Della Vedova, B. and Von Herzen, R.P., 1987. Geothermal
Heat Flux at the COST B-2 and B-3 Wells, U.S. Atlantic
Continental Margin, Woods Hole Oceanographic Institu-
tion, WHOI-87-28.
Enachescu, M.E., 1987. Tectonic and structural framework of
the Northeast Newfoundland continental margin. In: C.
Beaumont and A.J. Tankard (Editors), Sedimentary Basins
and Basin-Forming Mechanisms, Can. Sot. Pet. Geol.,
Mem., 12: 117-146.
Grant, A.C., McAlpine, K.D. and Wade, J.A., 1986. The
continental margin of Eastern Canada: geological frame-
work and petroleum potential. In: M.T. Halbouty (Editor),
Future Petroleum Provinces of the World. Am. Assoc. Pet.
Geol., Mem., 40, 177-205.
Jones, F.W. and Ertman, M.E., 1985. Heat flow through aniso-
tropic media: A numerical method and its application to an
area of the southwest Scottish Highlands. Geol. Mijnbouw.
64: 251-261.
Keen, C.E. and Lewis, T., 1982. Measured radiogenic heat
production in sediments from the continental margin of
Eastern North America: implications for petroleum genera-
tion. Am. Assoc. Pet. Geol. Bull., 66: 1402-1407.
Keen, C.E., Boutilier, R., De Voogd, B., Mudford, B. and
Enachescu M.E., 1987. Crustral geometry and extensional
models for the Grand Banks, Eastern Canada: constraints
from deep seismic reflection data. In: C. Beaumont and
A.J. Tankard (Editors), Sedimentary Basins and Basin-For-
ming Mechanisms. Can. Sot. Pet. Geol., Mem., 12: 101-115.
Lewis, J.F. and Hyndman, R.D., 1976. Oceanic heat flow
measurements over the continental margins of eastern
Canada. Can. J. Earth Sci., 13: 1031-1038.
Roberts, W.H., 1981. Some uses of temperature data in petro-
leum exploration. In: B.M. Gottlieb (Editor), Unconven-
tional Methods in Exploration for Petroleum and Natural
Gas. SMU Press, Dallas, Tex., pp. 8-49.
Sass, J.H., Lachenbruch, A.H. and Munroe, R.J., 1971. Ther-
mal conductivity of rocks from measurements on fragments
and its application to heat flow determinations. J. Geophys.
Res., 76: 3391-3401.
Sclater, J.G., Lawver, L.A. and Parsons, B., 1975. Comparison
of long-wavelength residual elevation and free air gravity
anomalies in the North Atlantic and possible implications
for the thickness of the lithospheric plate. J. Geophys. Res.,
80: 1031-1052.
Smith, L. and Chapman, D.S., 1983. On the thermal effects of
groundwater flow, 1. Regional scale systems. J. Geophys.
Res., 88: 593-608.
Tankard, A.J. and Welsink, H.J., 1987. Extensional tectonics
and stratigraphy of Hibemia oil field, Grand Banks, New-
foundland. Am. Assoc. Pet. Geol. Bull., 71: 1210-1232.
Weir, L.A. and Furlong, K.P., 1987. Thermal regimes of small
basins: effects of intrabasinal conductive and advective
heat transport. In: C. Beaumont and A.J. Tankard (Edi-
tors), Sedimentary Basins and Basin-Forming Mechanisms.
Can. Sot. Pet. Geol.. Mem., 12: 351-362.
Wright, J.A., Jessop, A.M., Judge, A.S. and Lewis, T.J., 1980.
Geothermal measurements in Newfoundland. Can. J. Earth
Sci., 17: 1370-1376.