John N. Louie
Seismological Laboratory and Dept. of Geological Sciences
University of Nevada, Reno
Key Words: regional indicators, data base, crust, mantle, seismic velocity, Moho, heat flow, faulting, seismic refraction, PASSCAL, EarthScope.
This
project is assembling a three-dimensional reference seismic velocity model for
the western Great Basin region of Nevada and eastern California. Exploration
for hidden resources requires a realistic crustal and upper-mantle model to
understand the deep sources of geothermal heat. The type of rule-based
representations developed by the Southern California Earthquake Center (SCEC)
are very appropriate to defining velocity on the spatial scales of this
application, particularly for the western Great Basin. Crustal properties and
thickness are known only at wide spacing, but the structure of the urban basins
and certain geothermal regions is known at some detail.
We
are compiling velocity information from sources in the literature, results of
previous seismic experiments and earthquake-monitoring projects, and data
donated from mining, geothermal, and petroleum companies. We also collected
(May 2002) one new crustal refraction profile using blasts at BarrickÕs
Goldstrike mine, across western Nevada and the northern Sierra to Auburn,
Calif. This section had not been characterized previously.
The resulting seismic velocity model
consists of simplified rule-based representations of some of the region's
geothermal areas and sedimentary basins. Very shallow velocities are
constrained by geotechnical data; seismic receiver-function and refraction
analyses constrain deep Moho depths. The model is specified in a form
compatible with computer codes developed for SCEC and EarthScope. We are
developing from the seismic velocity database a geographic index of the
likelihood of geothermal resources. The likelihood index will contribute to
regional databases of economic geothermal indicators.
INTRODUCTION
This
project will assemble a three-dimensional reference seismic velocity model for
the western Great Basin region of Nevada and eastern California (Figure 1).
This model will be rule-based and distributed as software as well as maps on
the Internet, similar to the SCEC Community Velocity Model (CVM) of Magistrale
et al. (2000). These qualities will make the model useful for multidisciplinary
research activities including geothermal exploration, mineral exploration,
earthquake-hazard assessment, high-precision microearthquake location and
source-parameter estimation, and crustal-structure imaging.
A
faculty geophysicist and a graduate student are assembling this model almost
entirely from existing results. The project includes literature review and examination
of gray literature and data donated by the geothermal, mining, petroleum, and
geotechnical industries. We are assembling especially detailed information on
the area's major geothermal resources (e.g., Figure 2) and sedimentary basins.
We conducted in May 2002 a 500-km-long seismic refraction survey, using
20,000-40,000-kg blasts at BarrickÕs Goldstrike mine, recorded on 199
instruments extending over the northern Sierra Nevada and Walker Lane to
Auburn, California (Figure 1).
Exploration
for hidden resources requires a realistic three-dimensional crustal and
upper-mantle model to understand the deep sources of geothermal heat in the
crust of the western Great Basin (e.g., Figures 3 and 4). Rule-based
representations of velocity models have been developed by the Southern
California Earthquake Center (SCEC; www.scec.org ) and are being adopted by
the NSF Earthscope effort (www.earthscope.org) for its study of North American continental
architecture. Such rule-based models are very appropriate to defining velocity
on the spatial scales of this application, particularly for the western Great
Basin. Crustal properties and thickness are known only at wide (100 km)
spacing, but the structure of the urban basins and some geothermal regions
(e.g., Coso, Dixie Valley) is known at some detail (0.2 km spacing).
Crustal
thickness and velocity are closely related to a region's thermal and tectonic
history. Known geothermal resources in north-central Nevada are closely
associated with thin crust and an uplifted Moho (Savage and Sheehan, 2000;
Ozalaybey et al., 1997; Fliedner et al., 1996; Humphreys and Dueker, 1994). By
assembling a velocity model for the entire western Great Basin (Figure 1), we
will be able to look for crustal features, similar to those under known
geothermal resources, that may be closer to Southern California power markets.
RESEARCH METHODS
Seismic
velocity information is being compiled from sources in the literature, results
of previous seismic experiments and earthquake-monitoring projects, and data
donated from mining and petroleum companies. We have collected a new crustal
refraction profile between mine blasts near Auburn, Calif., and Battle
Mountain, Nev. (Figure 1). This new profile will assess crustal seismic
velocities across the northern Walker Lane, poorly known at present.
The
assembled seismic velocity model consists of simplified rule-based
representations of some of the region's geothermal areas (e.g., Dixie Valley,
Steamboat, Rye Patch, Lake City, Empire, Fish Lake Valley, Coso, Tecopa) and
sedimentary basins (e.g., Las Vegas, Reno, Carson Sink, Railroad Valley, Indian
Wells Valley, Death Valley). Available details from geothermal fields and
basins are embedded in a 3-d crust over a variable-depth Moho, as developed by
SCEC for southern California. Very shallow velocities are constrained by
geotechnical data, while seismic receiver-function and refraction analyses
constrain deep Moho depths. The model will be specified in a form compatible
with computer codes developed for the SCEC Community Velocity Model; and
contributed as geocoded map coverages to the Great Basin Center for Geothermal
Energy (www.unr.edu/geothermal
) to assemble geographic databases of geothermal indicators.
Harder
and Keller (2000) observed crustal P, Pg, PcR, PmP, and SmS phases from a
single ripple-fired mine blast, over a 150-km line of portable seismometers.
The profile we obtained is three times as long as Harder and Keller's (2000),
but the Barrick Goldstrike and Florida Canyon mine blasts we recorded from the
east end of our profile are much larger at 20,000 to 40,000 kg of explosive
charge. We will use the 20 portable Reftek ÒTexanÓ recorders funded by the DOE
for this project to collect a reversal of the profile from smaller mine blasts
in the western Sierra (Figure 1), over the course of a year.
We
recorded the eastern mine blasts along the profile in May 2002, and we will
show data samples and preliminary crustal models at the September 2002 GRC
meeting. First-arrival time picks of the refraction seismograms will be
optimized for a tomographic seismic velocity section using the method of
Pullammanappallil and Louie (1994). With a maximum offset of 500 km, we expect
to derive crustal and lithospheric velocities as deep as 100 km. Regionally,
heat flow from the mantle through the crust should correlate inversely with
crustal thickness, crustal seismic velocity, and mantle Pn velocity (the velocity
of the P-wave refraction at the Moho).
Our
profile passes near known geothermal resources at Steamboat (Reno), Stillwater
(Fallon), Dixie Valley, Rye Patch, and the Battle Mountain heat-flow high
(Figure 1). It also passes over the northern Sierra, where known geothermal
areas are few. The experiment thus characterizes the crust near a large
proportion of the geothermal resources in the western Great Basin. Other
important resources such as Long Valley and Coso have already been well
characterized at a crustal scale. We will then be able to compute, across the
region, a geothermal indicator index that is maximized for a thin (<35 km),
low-velocity (<6.0 km/s average) crust over a hot, low-velocity (<7.9
km/s Pn) mantle. With the improved coverage from this project, we will be able
to test whether this regional indicator index has any correlation with the
locations of all the known geothermal resources.
Aside from the single refraction survey, most of the proposed effort
will be to assemble velocity information of several types and at several scales
to define the model at different depths:
Upper mantleÑ The
tomographic image of Humphreys and Dueker (1994) provides a starting framework
for mantle velocity in the western Great Basin (Figure 3), although their
coverage north and east of Reno (Figure 1) is poor. Dueker and Sheehan (1997)
tracked upper-mantle discontinuities across the Snake River Plain with
long-period receiver functions (Figure 4). In computing the geothermal
indicator index it is important to see whether low Pn velocities continue to at
least 50 km depths. Continuing velocity lows indicate high-temperature mantle,
while lows that are confined to within a few kilometers of the Moho are more
likely geometric effects on seismic refraction propagation.
Pn velocitiesÑ
Thompson et al. (1989) review regional constraints on Pn velocities. Our
profile across the northern Sierra and Walker Lane will provide some of the
constraints available for the southern Sierra and Death Valley from Fliedner et
al. (1996). Hot, buoyant mantle shows a slower Pn velocity. Thus, crustal heat
flow and regional geothermal potential may be inversely dependent on the Pn
velocity.
Moho depthÑ
Mooney and Braile (1989) and Kaban and Mooney (2001) reviewed all
available constraints on Moho depth for the western Great Basin (Figure 1). We
are finding out if Dueker and Sheehan (1997) also made shorter-period receiver
functions more suitable for estimating mantle depths in the northern Great
Basin. For the central Great Basin constrained receiver-function analyses are
available from Ozalaybey et al. (1997). Our refraction survey between mine
blasts will provide Moho depth information across the northern Sierra and
Walker Lane (Figure 1), where constraints are poorer than to the south near
Death Valley. Since the Moho is the top of the hot, adiabatic mantle, smaller
Moho depths should be associated with higher crustal temperature gradients, and
an increase in regional geothermal potential.
Middle & lower crustal velocitiesÑ Mooney and Braile (1989), Thompson et
al. (1989), and Fliedner et al. (1996) provide reviews of crustal velocity
information that are forming a basis for our 3-d velocity model. This model is
parameterized as functional profiles at the locations of control points, with
interpolation extending the model laterally between controls. In the northern
and eastern Basin and Range control may be sparse enough that we will need to
employ the CRUST 5.1 global model of Mooney et al. (1998). Ozalaybey et al.
(1997) constrained crustal velocity profiles at several locations in the
central Great Basin, establishing low-velocity zones exist at very few. We are
also assembling published and unpublished studies of joint aftershock
relocation and velocity inversion such as by Asad et al. (1999) for the Eureka
Valley sequence north of Death Valley (Figure 1). Deep-crustal seismic
velocities may be reduced in areas of high geothermal potential due to volcanic
intrusion and partial melting. We are looking for such prominent velocity anomalies
outside of the known anomalies at
Coso and Long Valley.
Upper crustÑ Louie
and Qin (1991) and Louie et al. (1997) used surface waves and COCORP reflection
surveys to constrain upper-crustal velocities west of Death Valley (Figure 1).
The optimization methods of Pullammanappallil and Louie (1993; 1997) have
proved effective in obtaining velocities to 5 km depth from reflection surveys.
Figure 2 shows an example of how this method has in many areas been able to
identify the limits of geothermal production zones, by their bounding velocity
discontinuities. Upper-crustal velocity lows (P velocity < 5.5 km/s) are
likely correlated with highly fractured areas that may provide pathways for the
deep heating of meteoric waters.
We
will pick and optimize first-arrival and reflection times where needed from
available COCORP and industry data. In addition to crustal thickness, much of
the work reviewed by Kaban and Mooney (2001) constrains P velocities as well to
5-10 km depth. Additional constraints are reviewed by Thompson et al. (1989)
and Fliedner et al. (1996); many of them come from long COCORP surveys
extending from the northern Sierra to the Ruby Mountains, and in the Death
Valley region (Figure 1). We are compiling and will report on all available information
from reflection stacking velocity analyses, and seek to examine copies of
commercial spec surveys, abundant in the Carlin gold trend.
Basin depths and velocitiesÑ
Honjas et al. (1997), Chavez-Perez et al. (1998) and Abbott et al.
(2001) estimated basin depths and velocities for Death Valley and Dixie Valley
(Figure 1) from the first-arrival times recorded in reflection surveys. Jachens
and Moring (1990) summarize relations between density and depth in Nevada
basins from oil-well logs, mostly from Railroad Valley (Figure 1). Langenheim
et al. (2001) and Abbott and Louie (2000) used these relations together with
some borehole and seismic data to detail the depths and density profiles of
Nevada's urban basins in Las Vegas, Reno, and Carson (Figure 1). A thick
sedimentary basin may be a negative geothermal indicator, since any hot bedrock
is far below the surface. On the other hand, many significant resources such as
at Dixie Valley, Carson Valley, Black Rock Desert, and Lake City appear to lie
on shallow basin margins, where the basin-bounding faults may have channeled
hot fluids to the basin edges. Seismic velocities within basins can indicate
whether the sediments are highly permeable gravels, impermeable shales, or
fractured diatomites (common in the northern Great Basin). Thus the sedimentary
basin data provide important refinements on the regional crustal
characterization, possibly allowing more specific targeting within areas of
regional high geothermal potential.
We
have already developed rule-based velocity models for the Las Vegas and Reno
basins, from the published depth and density data, viewable at http://www.seismo.unr.edu/ftp/pub/louie/reno/basinseis.jpg . These models are expressed in Java code.
One measurement of shear velocity to the basement has been done in Reno (Louie,
2001), using the method of Horike (1985), Liu et al. (2000), and Satoh et al.
(2001a). COCORP stacking velocities from basins will provide a few P-velocity
constraints for basins between Reno and Carlin, and near Death Valley; spec
seismic data we are able to view will gain us some data for the central Great
Basin.
Unlike
how Magistrale et al. (2000) created the SCEC CVM with rules for formation
depths and velocities gained from oil wells, Nevada's sedimentary basins have
far too few deep boreholes. However, SCEC's CVM must be accurate for basins
under compression, with kilometers of thrust deformation. All of Nevada's
sedimentary basins are principally extensional, and almost all are still
receiving sediment. We propose to form the western Great Basin model using
instead rules for depth within a basin, and possibly the basin's proximity to
Tertiary volcanic centers, and its age and subsidence rate. Controlling for
these factors, as far as is possible, will enable us to predict velocities
within all the basins in the region, from the Railroad Valley density profiles,
and from the Death Valley and Dixie Valley velocity optimizations.
GeotechnicalÑ Louie (2000) published some shallow geotechnical
velocity information on the Reno basin. We have continued to apply our
refraction microtremor technique in and around this basin, resulting in a
complete profile of the shallow basin, and in measurements at a dozen rock
sites around the basin. Many of these measurements were made at borehole sites
with assistance from local engineering consultants. We are seeking out
geotechnical data from consultants working in both Las Vegas and Reno, as well
as shallow geophysical data such as the study between Death Valley and Las
Vegas (Figure 1) by Shields et al. (1998). Very low shear velocities in the
shallow geotechnical layer suggest less permeable clay playa deposits, which
may force geothermal fluids laterally toward sands and gravels with higher
geotechnical shear velocities. Only a few basins (Las Vegas, Reno, Carson) will
have detailed enough characterizations for the geotechnical data to contribute
toward detailing the geothermal indicators.
EXPECTED RESULTS
(1)
We will complete a 500-km-long by 100 km-deep tomographic analysis of P
velocity across the northern Walker Lane from refraction data recorded in May
2002.
(2)
We will develop and document the form of the velocity database, and render it
as map coverages to cooperating GIS projects. We are developing trial maps of
the economic geothermal potential from the velocity database, for scrutiny by
the industry. The "geothermal potential index" mapped may be tied to
indicators in our velocity database such as mantle velocity, crustal thickness,
lack of significant sediment thickness, and relatively low shallow-crustal
velocity.
(3)
Technical papers detailing the features of the assembled seismic velocity
model, and their implications for the distribution of geothermal resources, are
being prepared for submittal to peer-reviewed scientific journals. In addition,
we are creating a web site at www.unr.edu/geothermal where interested
parties may access the database, yielding map and cross-section products. We
will evaluate the effectiveness of our web site in meeting the exploration and
assessment needs of the geothermal industry, and improve it in response to
their suggestions.
ACKNOWLEDGEMENTS
This
material is based upon work supported by the U.S. Department of Energy under
instrument number DE-FG07-02ID14311. The 199 Reftek ÒTexanÓ recorders we used
in May 2002 were loaned by the DOE- and NSF-supported IRIS/PASSCAL Instrument
Center (PIC) at New Mexico Tech. We thank Willie Zamora of the PIC for his
generous assistance with instrument deployment. UNR staff and students Matt
Clark, Aline Concha, Chris Lopez, Thanasis Makris, Aasha Pancha, Tiana
Rasmussen, Tom Rennie, Jim Scott, and Shane Smith conducted the may 2002
refraction recording. Andrew D. Birrell has kindly allowed reproduction of his
topographic image as the base for Figure 1
(http://birrell.org/andrew/copyright.html).
Abbott, R. E., J. N. Louie, S. J. Caskey, and S.
Pullammanappallil, 2001, Geophysical confirmation of low-angle normal slip on
the historically active Dixie Valley fault, Nevada: Jour. Geophys. Res.,
106, 4169-4181.
Abbott, R. E., and J. N. Louie, 2000, Depth to
bedrock using gravimetry in the Reno and Carson City, Nevada area basins:
Geophysics, 65, 340-350.
Asad, A. M., S. K. Pullammanappallil, A.
Anooshepoor, and J. N. Louie, 1999, Inversion of travel-time data for
earthquake locations and three-dimensional velocity structure in the Eureka
Valley area, eastern California: Bull. Seismol. Soc. Amer., 89, 796-810.
Chavez-Perez, S., J. N. Louie, and S. K.
Pullammanappallil, 1998, Seismic depth imaging of normal faulting in the
southern Death Valley basin: Geophysics, 63, 223-230.
Dueker, K. G., and A. F. Sheehan, 1997, Mantle
discontinuity structure from midpoint stacks of converted P to S waves across
the Yellowstone hotspot track: Jour. Geophys. Res., 102, 8313-8327.
Fliedner, M. M., S. Rupert, and the Southern Sierra
Nevada Continental Dynamics Working Group, 1996, Three-dimensional crustal
structure of the southern Sierra Nevada from seismic fan profiles and gravity
modeling: Geology, 24, 367-370.
Harder, S., and G. R. Keller, 2000, Crustal
structure determined from a new wide-angle seismic profile in southwestern New
Mexico: New Mexico Geol. Soc. Guidebook, 51st Field Conf., Southwest Passage -
a trip through the Phanerozoic, 75-78.
Honjas, W., Pullammanappallil, S. K., Lettis, W.
R., Plank, G. L., Louie, J. N., and Schweickert, R., 1997, Predicting shallow
Earth structure within the Dixie Valley geothermal field, Dixie Valley, Nevada,
using a non-linear velocity optimization scheme: Geothermal Resources Council
Bull., 26, 45-52.
Horike, M., 1985, Inversion of phase velocity of
long-period microtremors to the S-wave-velocity structure down to the basement
in urbanized areas, J. Phys. Earth, 33, 59-96.
Humphreys, E. D., and K. G. Dueker, 1994, Western
U.S. upper mantle structure: Jour. Geophys. Res., 99, 9615-9634.
Jachens, R. C., and C. Moring, 1990, Maps of the
thickness of Cenozoic deposits and the isostatic residual gravity over basement
for Nevada, U.S. Geol. Surv. Open File Rept., 90-404, 15 pp.
Kaban, M. K., and W. D. Mooney, 2001, Density
structure of the lithosphere in the southwestern United States and its tectonic
significance: Jour. Geophys. Res., 106, 721-739.
Langenheim, V. E., J. A. Grow, R. C. Jachens, G. L.
Dixon, and J. J. Miller, 2001, Geophysical constraints on the location and
geometry of the Las Vegas Valley shear zone, Nevada: Tectonics, 20, 189-209.
Liu, H. P., Boore, D. M., Joyner, W. B.,
Oppenheimer, D. H., Warrick, R. E., Zhang, W., Hamilton, J. C., and Brown, L.
T, 2000, Comparison of phase velocities from array measurements of Rayleigh
waves associated with microtremor and results calculated from borehole
shear-wave velocity profiles: Bull. Seismol. Soc. Amer., 90, 666-678.
Louie, J. N., 2001, Faster, better: shear-wave
velocity to 100 meters depth from refraction microtremor arrays: Bull. Seismol.
Soc. Amer., 91, 347-364.
Louie, J. N., S. K.
Pullammanappallil, and W. Honjas, 1997, Velocity models for the highly extended
crust of Death Valley, California: Geophys. Res. Lett., 24, 735-738.
Louie, J. N., and J. Qin, 1991, Subsurface imaging
of the Garlock fault, Cantil Valley, California: J. Geophys. Res., 96,
14,461-14,479.
Magistrale, H., S. Day, R. W. Clayton, and R.
Graves, 2000, The SCEC Southern California reference three-dimensional velocity
model version 2: Bull. Seismol. Soc. Amer., 90, S65-S76.
Mooney, W. D., and L. W. Braile, 1989, The seismic
structure of the continental crust and upper mantle of North America, in Bally,
A. W. and A. R. Palmer, The Geology of North America, vol. A, The Geology of
North America: An Overview: Geol. Soc. Amer., Boulder, Colo., 39-52.
Mooney, W. D., G. Laske, and G. T. Masters, 1998, CRUST
5.1; a global crustal model at 5 degrees X 5 degrees: Jour. Geophys. Res., 103,
727-747.
Ozalaybey, S., M. K. Savage, A. F. Sheehan, J. N.
Louie, and J. N. Brune, 1997, Shear-wave velocity structure in the northern
Basin and Range province from the combined analysis of receiver functions and
surface waves: Bull. Seismol. Soc. Amer., 87, 183-199.
Pullammanappallil, S. K., and J. N. Louie, 1993,
Inversion of seismic reflection travel times using a nonlinear optimization
scheme: Geophysics, 58, 1607-1620.
Pullammanappallil, S. K., and J. N. Louie, 1994, A
generalized simulated-annealing optimization for inversion of first-arrival
times: Bull. Seismol. Soc. Amer., 84, 1397-1409.
Pullammanappallil, S. K., and J. N. Louie, 1997, A
combined first-arrival travel time and reflection coherency optimization
approach to velocity estimation: Geophys. Res. Lett., 24, 511-514.
Satoh, T., H. Kawase, and S. Matsushima, 2001a,
Estimation of S-wave velocity structures in and around the Sendai Basin, Japan,
using array records of microtremors: Bull. Seismol. Soc. Amer., 91, 206-218.
Satoh, T., H. Kawase, and S. Matsushima, 2001b,
Differences between site characteristics obtained from microtremors, S-waves,
P-waves, and codas: Bull. Seismol. Soc. Amer., 91, 313-334.
Savage, M. K., and A. F. Sheehan, 2000, Seismic
anisotropy and mantle flow from the Great Basin to the Great Plains, western
United States: Jour. Geophys. Res., 105, 13,715-13,734.
Shields, G., K. Allander, R. Brigham, R. Crosbie,
L. Trimble, M. Sleeman, R. Tucker, H. Zhan and J. N. Louie, 1998, Geophysical
surveys of an active fault: results from Pahrump Valley, California-Nevada
border: Bull. Seismol. Soc. Amer., 88, 270-275.
Thompson, G. A., R. Catchings, E. Goodwin, S.
Holbrook, C. Jarchow, C. Mann, J. McCarthy, and D. Okaya, 1989, Geophysics of
the western Basin and Range province, in Pakiser, L. C., and W. D. Mooney,
Geophysical Framework of the Continental United States: Boulder, Colo., Geol.
Soc. Amer. Memoir 172, 177-203.
Figure 1: Map of Great Basin physiography, with the area of
the proposed Western Great Basin Seismic Velocity Model enclosed by the dashed
line. Topographic base image © 1994-2001 Andrew D. Birrell. All rights
reserved.

Figure 2: Seismic P-velocity section derived by Optim LLC across the Coso geothermal field (Fig. 1), courtesy of Frank Monastero, US Navy Geothermal Program Office. A drop in seismic velocity (across the third dark contour line down in the section) indicates the reservoir boundaries. This is an example of seismic results we are gathering from geothermal operators and from others who have surveyed the shallow crust of the western Great Basin.

Figure 3: Upper-mantle seismic velocity map of the western
US by Gene Humphreys, Univ. of Oregon, and Ken Deuker, Univ. of Wyoming. This
is an example of results in publication that we are incorporating into the
Western Great Basin Seismic Velocity Model. Minus signs indicate hot, buoyant
mantle; plus signs suggest old, strong, and colder mantle. Note the uneven
coverage of our area, with the northern part of the western Great Basin not
sampled. Our model uses continental or global-scale models where regional
analyses lack coverage.

Figure 4: Seismic receiver-function structural section of the lithosphere across the Snake River Plain (north of our western Great Basin area) by Ken Deuker, Univ. of Wyoming, and Anne Sheehan, Univ. of Colorado. Seismic traces show depth to upper-mantle discontinuities, and the gray tones indicate P velocities. The Yellowstone hotspot track appears as a light-toned low-velocity channel in the upper 200 km, within 70 km of the axis of the Snake River Plain.