Using Remote
Sensing and GIS Technology to Help Adjudicate Idaho Water Rights
Anthony Morse, Thomas J. Zarriello, and
William J. Kramber
Idaho Department of Water Resources, Boise, ID 83720
ABSTRACT: The Idaho Department of Water
Resources (IDWR) is using remote sensing and GIS in the nation's largest water rights
adjudication. Landsat MSS images are geometrically controlled, transformed to principal
components, clustered, and classified to identify six information classes: irrigated
agriculture, dryland agriculture, non-agricultural land, riparian vegetation, water, and
clouds and/or cloud shadows. The Public Land Survey System (PLSS) is being converted to
a digital format subdivided to the quarter-quarter section (QQ) level. The classified
Landsat image is overlaid with the PLSS digital file, and the acreage of each land-cover
class is computed for each QQ. The output products are Mylar film positives registered to
1:24,000-scale quads showing the land-cover classification, and tabular files listing the
land cover acreage per QQ. These products are designed to assist water users in filing
accurate water-right claims, and to help IDWR personnel in processing those claims.
Classification accuracy is measured using regression analysis of Landsat-based irrigated
acreage against acreage measured from USDA Agricultural Stabilization and Conservation
Service aerial slides, for a random sample of irrigated sections. Results from the first
five counties processed show an average r2 of 0.90.
INTRODUCTION
The Idaho Department of Water Resources
(IDWR) is in the process of adjudicating all the water rights in the Snake River Basin of
Idaho. This is the largest water-right adjudication attempted in the United States and
includes an estimated 140,000 water rights within about 72,000 square miles, as
illustrated by Figure 1. The purpose of this paper
is to explain the background of this project and discuss the methodology developed at IDWR
to help facilitate this huge undertaking using remote sensing, image processing, and
geographic information system technology.
|

|
| Figure 1. The crosshatched
area shows the part of Idaho subject to adjudication. |
The Snake River Plain, which supports most
of Idaho's irrigated agriculture, covers approximately 18,000 square miles of and land.
Over the last 130 years, irrigation projects have enabled farmers to bring progressively
more acreage into production so that, by 1989, water is being pumped or diverted onto
about 4 million acres. While Idaho farmers depend on Snake River water to supply them with
three quarters of their irrigation supply, the Idaho Power Company depends on the same
Snake River water for about 57 percent of its electrical generating capacity. These
competing needs inevitably led to conflict, and, in 1982, the Idaho Supreme Court decided
"Idaho Power Co. vs. The State of Idaho, et al." The issues were complex,
as is typical of western water-right controversies.
Costello and Kole (1985) describe the case
in detail, but it can be summarized as follows. The Court upheld the Idaho Power Company's
contention that its early 1900s water right for 8,400 CFS at the Swan Falls Dam,
which is at the western (downstream) end of the Snake River Plain, was not necessarily
subordinate to the water rights of upstream irrigators. With the stroke of a pen, water on
the Snake River Plain went from partially appropriated to over-appropriated.
In responding to the decision, the Idaho
Power Co. did not seek to confiscate any water being put to beneficial use. Instead, it
filed suit against about 7500 holders of upstream permits and water-right applications for
which beneficial use had not yet been proven. After two unsuccessful attempts by the State
Legislature to resolve the conflict, and facing millions of dollars of costs for years of
litigation, the Governor, the Attorney General, and the Idaho Power Co. negotiated a
settlement that the Legislature ratified in 1985. The affected parties agreed to several
points, one of which being that all water rights in the Snake River drainage must be
adjudicated. The Idaho Legislature required that IDWR provide the presiding Court with all
the technical information necessary for the Court to make a decision about each water
right.
In order to comply with the Court's
mandate, IDWR is using remote sensing and GIS technology to estimate the irrigated acreage
associated with each water right (Morse et al., 1988). That estimate can be compared to
the existing water rights file and to the claims submitted as part of the adjudication to
help assess the accuracy of the claims.
PROCEDURES
The staff of the Idaho Image Analysis
Facility (IIAF), a remote sensing/GIS section within IDWR, devised a three-step
methodology for using image processing and GIS to help complete the adjudication in the
planned ten years. For the first step, Landsat multispectral scanner (MSS) digital data
are classified to produce land-cover maps with six classes, including irrigated land.
Second, section corners of the Public Land Survey System (PLSS) are digitized from
1:100,000-scale, stable-base, Mylar maps, and the sections are subdivided into
quarter-quarter sections, government lots, Bureau of Reclamation tracts, patented mining
claims, and homestead entry claims, which are referred to here collectively as
"QQs." QQs are used because the location of Idaho water rights is keyed to
quarter-quarter sections. Third, the Landsat data are digitally overlaid with the
corresponding subdivided PLSS data, and the irrigated acreage is computed for each QQ.
IMAGE PROCESSING
The image processing aspect of the project
is based on digital analysis of Landsat MSS data using in-house software, clustering and
classifying software from Spectral Software Associates, Inc., and other image processing
software from ERDAS, Inc. The analysis included four steps: (1) geometric control, (2)
principal component analysis, (3) unsupervised classification, and (4) post-classification
sorting.
Fifteen Landsat MSS scenes are required to
cover the Snake River Basin. IDWR purchased the scenes from EOSAT based on minimum cloud
cover and dates that corresponded to peak agricultural crop maturity. The dates of 14 of
the scenes ranged from 3 July 1986 to 23 August 1986. One scene dated 16 July 1984 was
acquired because no acceptable 1986 or 1985 scene was available. EOSAT radiometrically and
geometrically corrected all scenes, re-sampling pixels to 57 by 57 meters.
IIAF personnel geometrically referenced
each full Landsat scene to the UTM coordinate system with an affine transformation. The
process involved using the ERDAS programs GCP, COORD2, and RECTIFY. An analyst selected
approximately 25 well distributed ground control points within each scene and on
1:24,000-scale USGS quads, set the error tolerance for both the x and y directions to +1.0
pixels, and, based on the results of Logan and Strahler (1979), chose bilinear
interpolation to resample the images.
Each scene was transformed to its principal
components as the second step in image processing. Principal component analysis (PCA) is a
statistical procedure that transforms a set of data into a new system of axes based, in
this case, on the variance-covariance matrix (Chatfield and Collins, 1980). PCA was used
to reduce the dimensionality of the data, which in turn reduced both the volume of data to
be processed and the CPU time needed to process them. The ERDAS program PRINCE transformed
the geometrically corrected images based on transformation coefficients computed from a 7
by 7 sub-sample of image data. The principal components were not scaled in order to
maintain their relative magnitudes of variance. PCA effectively reduced the four MSS bands
to two components containing at least 98 percent of the variance for each scene processed.
The remaining image processing steps used principal components one (PC1) and two (PC2).
Spectral Software Associates
software clustered and classified county sub-scenes using histograms and look-up tables
for extremely fast processing of ERDAS-format images. The clustering software is based on
an iterative, converging algorithm (Forgy, 1965), and generates up to 255 clusters from
all image vectors. The classifier uses a table look-up method similar to those described
by Shlien (1975) and Wharton (1983). Selecting the number of spectral classes to generate
in unsupervised classifications is often difficult and subjective depending on the
algorithm used. IIAF analysts decided that, for a project of this scale, it was
inappropriate to experiment with different numbers of spectral classes for each
classification, and adopted the practical and consistent solution of generating the
maximum number (255) possible for each classification.
The 255 spectral classes were identified
and aggregated to five land-cover types: irrigated agriculture, dryland agriculture,
non-agricultural land, riparian vegetation, water, and one class of clouds and/or cloud
shadows. This was done, first, by generating a scatterplot of PCI and PC2 from the
statistics file that stores the mean vector and variance-covariance matrix for each
cluster. The cluster number from the statistics file was also written to the scatter plot.
Next, PC1 and PC2, which approximate the brightness and greenness of Kauth and Thomas
(1976), were read into the green and red image display planes, respectively. Then the
ERDAS program CLASOVR wrote the classified image into the blue band. This allowed one or
more spectral classes to be highlighted and labeled to one of the six information classes
with the corresponding false-color image as background. This procedure allows efficient
class identification and labeling.
Post-classification sorting is a common
technique used in remote sensing to improve classification accuracy (Cibula and Nyquist,
1987; Hutchinson, 1982). For this project, an image interpreter delineated irrigated
agriculture, dryland agriculture, and riparian vegetation using image interpretation
techniques to interactively screen digitize these class boundaries with the ERDAS program
DIGSCRN, while displaying a 512 by 512 sub-scene of the Landsat data. Areas outside of
these boundaries were non-agricultural land. When the Landsat data were inconclusive, the
interpreter analyzed U-2 color-infrared photographs to assist in drawing these boundaries.
After all boundaries were completed, the vector file was converted to raster using the
ERDAS program GRDPOL. An in-house program, TOL, overlaid the 255-class image with the file
created from image interpretation using a GIS matrix operation to produce the final
classification.
Using post-classification sorting reduces
total classification error by preventing certain cases of commission error. For example,
in many parts of Idaho, harvested fields of irrigated small-grains are spectrally similar
to native rangeland. This results in spectral classes that represent both the
irrigated-agriculture and non-agriculture information classes. Post-classification sorting
allows each spectral class to be labeled to more than one information class and eliminates
commission errors of irrigated agriculture from occurring in non-agricultural areas, thus
increasing classification accuracy.
GIS PROCESSING
The first aspect of the GIS effort is
digitizing the PLSS from stable-base Mylar maps at 1:100,000 scale. Under the best of
circumstances, digitizing is an involved and time-consuming task, and this project is no
exception. IIAF personnel decided to use 1:100,000-scale maps primarily because of the
significant reduction in time needed for set-up and edge-matching over 1:24,000-scale
maps, and because the accuracy of the 1:100,000scale maps was deemed adequate for this
application. In the course of the adjudication, IIAF personnel will digitize about 2000
townships, and sub-divide them into a total of about 1,100,000 polygons.
A typical township has 36 regular sections, each of one
square mile or 640 acres. Sections are divided into quarter-sections of 160 acres each.
Quarter sections, in turn, are divided into quarter-quarter sections of 40 acres, so that
a typical township has 36 X 4 X 4 = 576 quarter-quarter sections of 40 acres. If a
township has QQs that are less than or more than 40 acres they are no longer QQs, but
rather government lots, and are shown as such in the PLSS data-layer. Townships are
normally lotted along their north and west boundaries, but, in fact, lotting can be found
along any boundary of any section.
After the 49 section corners of each
township are digitized, in-house software can automatically subdivide sections into QQs.
The software calculates the UTM corner coordinates of each QQ and a corresponding
attribute that includes the legal description and center-point coordinates. If a section
is lotted regularly, the task is complete; if the lotting is irregular, more work is
needed. Sub-dividing irregular sections is complex and time-consuming, but, fortunately,
only about 20 percent of Idaho townships have irregular lotting.
Editing the irregularly lotted sections is
done manually. The in-house program TOWNS sub-divides regular sections, leaving the
irregular sections undivided and in a form ready for editing. An analyst enlarges and
prints to paper the microfiche platmap of the irregular section, superimposes the township
plot on the plat map, traces and digitizes the boundaries of the irregular lots, and adds
the appropriate attributes. The analyst then appends the new data to the files produced
for the regular sections of the township. At this point, the lotting of irregular sections
is completely represented in the digital township-file. The job is very labor-intensive,
but it produces data that very closely match the legal plat. Figure 2 illustrates part of a subdivided township that
has both regularly and irregularly subdivided sections.
The second aspect of the GIS effort is to
overlay the subdivided PLSS grid onto a Landsat classification. This overlay requires,
first, a vector-to-raster conversion of the PLSS file. One problem with this process is
that using the 57 by 57 meter pixel size of the Landsat MSS results in inaccurate acreage
totals for QQs. Using a 14.25 meter pixel for the raster PLSS reduced the severity of this
problem. Table 1, which summarizes the results of regression analysis using various pixel
sizes, shows that a 14.25metre pixel more nearly estimates the correct QQ size than does a
larger pixel size. At the same time, a pixel smaller than 14.25 meters is impractical due
to hardware and software limitations on the volume of data. The in-house program TOWNCIVER
overlays the PLSS raster file on the Landsat classification to produce a tabular file that
lists the acreage of the six classes per QQ.
TABLE 1. THE COEFFICIENT OF
DETERMINATION (r2), FROM REGRESSION
ANALYSIS, OF DIGITIZED POLYGON ACREAGE VERSUS RASTER ACREAGE
OF QUARTER-QUARTERS, FOR THREE PIXEL SIZES.
Pixel Size in
Meters |
r2 |
57 by 57 |
0.62 |
28.5 by 28.5 |
0.89 |
14.25 by 14.25 |
0.96 |
OUTPUT PRODUCTS
The two output products for the adjudication
are Mylar overlays, registered to 1:24,000-scale orthophoto quads, and tabular files.
Neither product is used as a court document. Rather, they provide the State with the means
to assist claimants by offering a tabulation of irrigated acreage by QQ with the graphical
display of familiar land features showing the irrigated acreage as of the 1986 base date.
This helps both claimants and IDWR personnel in assuring that the legal description and
number of irrigated acres for a water right are accurately represented on a water right
claim. Figures 3a and 3b show six
sections of an orthophoto quad with its associated classification overlay.
Table 2 is an example of part of a tabular
file. The tabular file shows the irrigated acreage per QQ, which is compared to the state
water right file and to adjudication water-right claims. This has two purposes. First, it
will show if irrigated lands exist where no water right claims have been filed. Property
ownership is researched to allow the State to give water users every opportunity to file a
water right claim. Second, it provides an estimate of irrigated acreage that is
independent of both the irrigator's claim and the recorded water right. If the claimed
acreage and/or the recorded acreage differs from the Landsat estimate by a threshold, yet
to be determined, the irrigator and IDWR can reconcile the difference using the Mylar
overlays and corresponding orthophoto quadrangle maps, high altitude photography such as
NHAP or NAPP, or, if necessary, by field verification. This process will allow IDWR to
process routine, non-controversial claims quickly and efficiently while identifying those
water right claims that most need the expensive attention of a field investigation.
TABLE 2. A PORTION OF THE OUTPUT
TABULAR FILE SHOWING THE
ACREAGE By LAND-COVER CLASS FOR EACH QUARTER-QUARTER SECTION
AND GOVERNMENT LOT OF T2NR4WS36.
TNSHP |
SEC |
QQ |
IRR |
NON |
DRY |
RIP |
WAT |
C/S |
02NO4W |
36 |
LT08 |
47 |
1 |
0 |
0 |
4 |
0 |
02NO4W |
36 |
LT05 |
21 |
2 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
LT09 |
0 |
4 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
LT02 |
36 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
LT04 |
14 |
1 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
LT07 |
12 |
1 |
0 |
0 |
2 |
0 |
02NO4W |
36 |
LT01 |
18 |
1 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
LT06 |
40 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
NENE |
38 |
2 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
NENW |
39 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
NWNE |
40 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
NWSW |
42 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
SENE |
42 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
SESW |
40 |
0 |
0 |
0 |
0 |
0 |
02NO4W |
36 |
SWSW |
37 |
1 |
0 |
0 |
0 |
0 |
02N04W |
36 |
SWSE |
42 |
3 |
0 |
0 |
0 |
0 |
ACCURACY EVALUATION
The accuracy of the Landsat classification
for each county is evaluated by comparing the Landsat computed irrigated acreage to an
independent estimate of the irrigated acreage, for a random sample of sections. The
independently estimated acreage totals are derived from large-scale, 35-mm, aerial slides
taken by the USDA Agricultural Stabilization and Conservation Service (ASCS) in July 1986
- and in July 1984, for the portions of the three counties that fall within the 1984
Landsat scene.
ASCS data and Landsat data are combined to
measure accuracy in the following way. First, a random sample equal to 5 percent of the
total number of sections in the agricultural stratum is generated for each county. Then
IIAF personnel travel to each ASCS county office with the list of randomly chosen sections
to use the USDA/ASCS 1986 or 1984 compliance slides. These 35-mm aerial slides are taken
every year and cover the agricultural land in each county. Next, the aerial slides
covering each section on the list are projected and registered to 1:24,000-scale quad
maps. The boundaries of each irrigated field in the section are drawn onto the quad map,
and later digitized at IDWR using ESRI's ARC software. The resulting INFO report lists the
irrigated acreage for each section produced from the ASCS slides.
The two acreage figures are compared using
regression analysis in which Landsat-derived acreage predicts ASCS acreage. In this
application, the ASCS acreage is considered to be a surrogate for true acreage, and
therefore is the dependent variable. The Landsat acreage is the independent variable. The
coefficient of determination (r2) is used as the measure of classification
accuracy. Table 3 shows the results of accuracy evaluation for the first five counties
processed. The mean r2 is 0.90, but this figure is only for the irrigated
stratum. If the non-irrigated land of the county were included, the r2 values
would be higher.
The regression methodology is adapted from
Sigman et al., (1977). This method was chosen because it is efficient and revealing. The
methodology is efficient because it uses section areas sampled from the irrigated stratum,
rather than from the whole county. The sampling and the computations are focused on the
principal class of interest to this project, irrigated agriculture.
TABLE 3TABLE 3. ACCURACY FIGURES FOR THE
IRRIGATED STRATUM OF THE FIRST FIVE COUNTIES PROCESSED. ACCURACIES ARE IN THE FORM OF
COEFFICIENTS OF DETERMINATION (R 2) , FOR LANDSAT ESTIMATED IRRIGATED ACREAGE vs.
ESTIMATES COMPILED FROM USDA/ASCS SLIDES.
County |
r2 |
Adams |
0.96 |
Clark |
0.83 |
Lincoln |
0.96 |
Gooding |
0.88 |
Twin Falls |
0.87 |
The method is revealing in
two ways. First, as Card (1982) and Story and Congleton (1986) point out, accuracy figures
should include both commission and omission errors. The r2 values are
computed from sums of squared errors, and thus are a function of both omission and
commission error. Second, the sign of the Y-intercept indicates whether the Landsat
classification is over or under-estimating irrigated acreage relative to the ASCS data.
The project manager for the adjudication placed a smaller cost of misclassification on
over-estimating than on under-estimating irrigated acreage. All results have shown
negative Y intercepts, indicating that irrigated acreage is being consistently
overestimated.
SUMMARY
This paper illustrated how a large-scale
adjudication of water rights, an important regulatory process, can be facilitated by using
remote sensing, image processing, and GIS technology. These tools allowed IDWR to process
and combine information derived from a variety of sources and scales- These include
satellite digital data, U-2 photography, 35-mm aerial slides, 1:100,000-scale clear Mylar
maps, cadastral survey plats on microfiche, and 1:24,000-scale orthophoto quads. IDWR
analysts used digital image processing and GIS technology to analyze and composite these
data. The resulting products are land-cover overlays at 1:24,000 scale and a large
database of land-cover information. These products are being used to help water consumers
and the Idaho Department of Water Resources better manage Idaho's water.
ACKNOWLEDGMENT
The authors wish to acknowledge the work of
Ben R. Britton, who wrote much of the software used in this project.
REFERENCESREFERENCES
Card, Don H., 1982. Using Known Map
Categorical Marginal Frequencies to Improve Estimates of Thematic Map Accuracy.
Photogrammetric Engineering and Remote Sensing 48
(3):431-439. |
|
| Chatfield, C., and A.J. Collins, 1980. Introduction
to Multivariate Analysis, Chapman and Hall, London. |
|
Cibula, W. G., and M. 0. Nyquist, 1987. Use
of Topographic and Climatological Models in a Geographic Data Base to Improve Landsat
MSS Classification for Olympic National Park. Photogrammetric
Engineering and Remote Sensing 53 (l):67-75. |
|
Costello, P. D., and P. J. Kole, 1985.
Commentary on Swan Falls Resolution. Western Natural Resource Litigation. Summer, 1985.
pp.
11-18. |
|
Forgy, E., 1965. Cluster Analysis of
Multivariate Data: Efficiency vs. Interpretability of Classifications. Abstract. Biometrics,
Vol. 21:
p. 768. |
|
Hutchinson, C.F., 1982. Techniques for
Combining Landsat and Ancillary Data for Digital Classification Improvement. Photogrammetric
Engineering and Remote Sensing 8(l):123-130. |
|
Kauth, R.J., and G. S. Thomas, 1976. The
tasseled cap--A graphic description of the spectral-temporal development of agricultural
crops
as seen by Landsat . Proceedings of the
Symposium on Water-Use Data for Water Resources Management LARS, Purdue Univ.,
West Lafayette, Indiana, pp.85-91. |
|
Logan, T. L., and A. H. Strahler, 1979. The
Errors Associated with Digital Resampling of Landsat Forest Imagery for Multidate
Registration. 8th Annual Remote Sensing
of Earth Resources Conference, Tennessee Space Institute, Tullahoma, Tennessee. |
|
Morse, A., H. N. Anderson, and J. Peppersack,
1988. Spuds from space - using remote sensing/GIS in adjudicating Idaho water rights.
Proceedings of the Symposium on
Water-Use Data for Water Resources Management, Tucson, Arizona, pp.703-710. |
|
Sigman, R. S., C. P. Gleason, G. A.
Hanuschak, and R. R. Starbuck,1977. Stratified Acreage Estimates in the Illinois
Crop-Acreage
Estimate. Proceedings of the
Symposium on Machine Processing of Remotely Sensed Data of the Data, LARS, Purdue
Univ.,
West Lafayette, Indiana, pp.80-98. |
|
Schlein, S., 1975. Practical Aspects
Related to Automated Classification of LANDSAT Imagery Using Lookup Tables. Research
Report
75-2, Canadian Center for Remote Sensing,
Ottawa. |
|
| Story, M., and R. G. Congleton, 1986.
Accuracy Assessment: A User's perspective. Photogrammetric Engineering and Remote
Sensing; 52(3):397-400. |
|
| Wharton, S. W., 1983. A Generalized Histogram
Clustering Scheme for Multidimensional Image Data. Pattern Recognition 16(2)
:192-199. |
|