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RECENT ADVANCES IN AIRBORNE INSAR FOR 3D APPLICATIONS
Bryan Mercer, Qiaoping Zhang
Intermap Technologies Corp., #1200, 555 - 4 th Avenue SW, Calgary, AB, Canada T2P 3E7
{bmercer, qzhang}@intermap.com
Commission I, WG 1/2
KEY WORDS: DEM, DSM, DTM, InSAR, Interferometric SAR, Mapping
ABSTRACT:
The objective of this paper is to provide an update on two programs which have been evolving recently that will have significant
impact on several geomatics application areas requiring 3D information over extended areas. The first program relates to the
creation of nation-wide and continental-scale DEM databases using airborne Interferometric SAR (InSAR) at a level of detail
intermediate between that of airborne lidar and space-bome systems. This program is operational and well advanced in its goal. The
second program is developmental, and concerns a first-of-its-kind airborne, single-pass L-Band, fully polarimetric InSAR
(PolInSAR) system. The primary goal of this research is to determine how well ground elevation can be extracted beneath forest
canopy of different types in the absence of temporal decorrelation effects. Some preliminary results are presented here.
1. INTRODUCTION
The use of Digital Elevation Models (DEMs) is widely spread
and growing, not only in the traditional mapping world but
increasingly in support of new applications that are driven by
consumer interests. In this new environment, not only do
required levels of detail and implicit accuracy vary according to
application, but price and current availability are major
considerations for the user, many of whom come from outside
the geomatics industry. An additional consideration is that some
applications, in order to be effective, transcend local political
boundaries and require uniform data-sets across regional,
national and even continental scales. Meanwhile the advances
of enabling technologies such as GPS, communications
bandwidth, storage capacity and processing power have been
instrumental in the growth of both numbers and capability of
systems for DEM creation including both passive and active
systems. Among the active systems, both lidar and
Interferometric SAR (InSAR) have become major sources of
three-dimensional information.
In particular, airborne InSAR, as demonstrated in the following
sections, is contributing to the wide-spread availability of
DEMs over continent-sized areas and across national
boundaries with properties of accuracy, resolution and price
that are intermediate between those of lidar and SRTM. The
objective of the first part of this paper is to provide an update
on the NEXTMap® programs for creating DEMs of Western
Europe and the USA using well-developed operational airborne
X-Band InSAR technology. The second part of the paper, by
contrast, describes the early phases of a developmental program,
the objective of which is to extract bare-earth DEMs from
beneath forest canopy using single-pass airborne L-Band
Polarimetric InSAR (PolInSAR) techniques.
In the following sections we will first provide a brief
background with respect to the InSAR technology, and
summarize the specifications and validation of the various
DEM and image products created by the STAR-series of
airborne InSAR platforms. This will be followed by a
discussion of the NEXTMap® concept with an update of the
current implementation status and a description of the current
capacity of the acquisition and processing elements required to
achieve the NEXTMap® goals and schedule. The
developmental program will then be addressed, first discussing
some aspects of L-Band PolInSAR. A few preliminary results
from the recent tests single-pass tests will then be presented.
2. INSAR BACKGROUND
2.1 InSAR Summary
The interferometric process has been widely discussed in the
literature, (e.g. Zebkor and Villsenor, 1992; Bamler and Hartl,
1998; Rodriguez and Martin, 1992). The geometry relevant to
height extraction, h, is illustrated in Figure 1. If the two
antennas, separated by baseline B, receive the back-scattered
signal from the same ground pixel, there will be a path-
difference 8 between the two received wave-fronts. The
baseline angle Ob is obtainable from the aircraft inertial system,
the aircraft height is known from differential GPS and the
distance from antenna to pixel is the radar slant range. Then it is
simple trigonometry to compute the target height h in terms of
these quantities as shown in Equations 1-3.
sin(6f- Ob) = 8/B
(1)
8/A = (p/(2*n) + n
(2)
h =H-r s cos (Oj)
(3)
The path-difference 8 is measured indirectly from the phase
difference (p between the received wave fronts (Equation 2).
Because the phase difference cp can only be measured between
0 and 2n (modulo 27i), there is an absolute phase ambiguity («
wavelengths) which is normally resolved with the aid of
relatively coarse ground control. A “phase unwrapping”
technique completes the solution. Thus the extraction of
elevation is performed on the “unwrapped” phase. Often the