tellite
large
lution
final
a are
t can
IStrial
gery.
nship
nand,
matic
ex of
bidity
2ases
green
s are
eters
d by
MEASUREMENT OF DYNAMIC GEOLOGIC PROCESSES AT SUBPIXEL SCALES
Robert E. Crippen
Ronald G. Blom
Jet Propulsion Laboratory
California Institute of Technology
Pasadena, California 91109 USA
Commission VII, Working Group 4
KEY WORDS: Dynamic, Geology, Remote Sensing, Subpixel Measurement, SPOT, Image Matching
ABSTRACT
Methods have recently been developed for the utilization of remotely sensed image data in the measurement of
terrain displacements resulting from geologic processes. In optical imagery, measurements precise to a fraction of
a pixel are achieved by statistical image matching. In radar imagery, measurements precise to a fraction of a
wavelength are achieved by interferometry. Each method has distinct advantages. Radar interferometry is
currently more high developed, but the advent of globally available, one-meter optical satellite images will greatly
increase the utility of optical methods.
INTRODUCTION
Terrain displacements related to earthquakes, sand
dune migration, volcanic activity, glacial motion, and
gravitational sliding can be measured with precisions
finer than image resolution by optical remote sensing
methods as well as by radar interferometry.
Applications to date have shown both methods to be
uniquely valuable in the detection, mapping, and
measurement of geologic and environment processes.
The two methods also have differing strengths and are
thus complementary.
METHODS
Optical methods involve image cross correlation of
multitemporal images (Crippen, 1992). A 'before' image
is used as a reference base upon which a grid is
delineated. At each node, a neighborhood of pixels
(e.g. 100 x 100) is sampled and compared to pixels at
the corresponding location in an 'after' image. The peak
subpixel correlation point is determined by interpolating
the 'after' image repeatedly, following the path of
increasing correlation. This point defines a vector
relative to the node in the 'before' image reference
base. By calculating a vector at each node, an evenly
spaced array of vectors is generated for the entire
image. Typically, the dominant pattern shown in the
vector array corresponds to satellite attitude
differences between the two scenes. However, this
pattern can be modeled, estimated, and removed
because it is consistent across the scene, differing
greatly in spatial frequency from the terrain
displacement patterns we seek to reveal.
Radar interferometry has been extensively
demonstrated and well documented in recent years
(e.g. Massonnet et al., 1993; Peltzer and Rosen, 1995).
Measurements require a multitemporal pair of images
plus an elevation data base (which may also be derived
by radar interferometric means if an appropriate third
radar image is available). The measurement is derived
from the radar phase information, which is independent
159
of the radar backscatter measurements usually
displayed in a radar image.
COMPARATIVE ADVANTAGES
Optical methods are two-dimensional, potentially
providing a complete mapping of both horizontal
dimensions (assuming the scenes are nadir looking).
However, they provide no sensitivity to vertical
displacements Radar interferometry is one-
dimensional but can detect vertical displacements and
some horizontal displacements because
measurements are along the oblique 'slant' path of the
radar beam. Optical methods are most reliable in
rugged terrain where image patterns are strong. Radar
interferometry is most reliable in low relief areas, where
problems such as layover cannot occur. Both methods
suffer from temporal decorrelation, which results from
environmental changes in the scene (e.g., vegetation
growth). Optical methods require a cloud-free
atmosphere and consistent sun angles, which are
irrelevant factors for radar interferometry. Because
radar interferometric measurements are made relative
to signal phase, they do not provide absolute
measurements. Absolute measurements can be made
only by observing spatial gradients from a known (or
presumed) value at a geographic reference point.
Confusion can occur where spatial gradients are too
steep. In contrast, optical methods provide direct :
measurements.
Currently, radar interferometry provides measurement
precisions on the order of a few centimeters (i.e., on the
order of a tenth of the signal wavelength). Optical
methods using spaceborne imagery can measure only
meter-scale displacements at best (e.g., a tenth of a
pixel using SPOT panchromatic data). Optical methods
are limited not only by the spatial resolution of the data
but by the radiometric resolution as well. If the
radiometric quantization steps (DNs) do not differ
substantially from the local image variance, relatively
precise interpolations are not possible. This is why
optical methods work best in rugged (shaded) terrain,
International Archives of Photogrammetry and Remote Sensing. Vol. XXXI, Part B7. Vienna 1996