Exercise
#1 — Dissecting a suitability model (MapCalc)
Introduction to GIS Modeling, GEOG 3160, University of Denver, Spring
2000
Name Anonymous
Date January 12, 2001
Q1 |
8 |
Q2 |
8 |
Q3 |
7 |
Q4 |
10 |
Q5 |
8 |
Q6 |
8 |
|
49 |
49/50…
excellent!!!
The
MapCalc Manual, Tutorials and Example Applications are available on the MapCalc
Learner CD…
ü Manual is at \MapCalc\User’s Guide\MapCalc User’s
Guide.pdf
ü Tutorials are at \Educational Resources\MapCalc
Tutorial\MapCalc Tutorial.pdf
ü Example Applications are at \Educational
Resources\Applications\Default.html
http://dev.pacificmeridian.com/basis2/Senarios/Default.htm
You
are encouraged to review the manual and work through the six tutorials to
become familiar with the basic MapCalc operations (you will complete the
seventh tutorial in Part 3 below).
(Optional
1-1… 5points). Choose one of the Application Examples and briefly describe
its basic approach, input requirements, processing operations and results.
Comment on the
strengths and weaknesses ingrained in the model.
Suggest how you might
improve and/or expand the model.
(Optional
1-2… 15points). Choose one of the five analytical classes of map analysis
operations and briefly describe the algorithm for the individual operation in
the class.
Identify and
briefly discuss any limitations in the algorithms.
Explain in what
function each of the command options performs in implementing each of the
operations.
When possible,
suggest any modifications that would extend the capabilities of an operation.
ü Access the class web site at
http://dev.pacificmeridian.com/basis/GMcourse_01
ü Under the “Links to Homework
Assignments” section, right-click on “Download”…
[#1- Dissecting a suitability model (MapCalc) Download]
…then
check “Save Target As”
ü Specify C:\Temp\Exer1.doc as
the and location for the file (or a specially designated “exercise” folder on
your own computer)
ü Open the document in Word
and enter your answers after each question
8/8 Question 1. Based on class
discussion list the five criteria used to determine campground
suitability.
Suggest and
briefly outline two additional spatial criteria that might be added to extend
the model.
8/8 Question 2. Based on class discussion identify and briefly discuss the four sub-models comprising the Campground Suitability model.
The four sub-models or analysis levels are
1) base, 2) derived, 3) interpreted, and 4) modeled. At the base level are the maps that contain
the raw information
required to define the criteria for the model.
These maps are either acquired
or encoded
(fact; physical things).
Maps at the second level are “derived” from the information on these
base maps by performing
some mathematical operation or algorithm on the data. At the third level, the data is rated according to how
well it fits the criteria of the model.
The data is ranked based on a subjective scale defined by the user. At this interpretation level, the user
attempts to determine or judge
just what values of the measured criteria are deemed desirable or not. These interpreted maps are combined through a weighted
process in the fourth level to create a modeled map representing the final
results.
Access MapCalc using the TUTOR25
database.
ü From the Main Menu select Window then choose the name of a base map
ü Right-click on a map to pop-up its complete legend in the Shading Manger and note the relative proportion of each map category
7/8 Question 3. Identify which of the base maps contain “discrete” and which contain “continuous” data.
Briefly discuss the difference between the two types of
data.
In this model, the data in the Elevation base map is continuous, and the data in both the Roads and Water base maps is discrete. Both discrete and continuous data contain sets of numbers, but the difference is in how the numbers relate to each other. With discrete data the numbers are used to describe different categories of data (nominal and ordinal numbers). For example, the Road base map assigns a value of 1 to represent a poor road, and a value of 4 to represent a heavy duty road. The heavy duty road is not 4 times as busy as a poor road or 4 times as wide as a poor road. These categories are arbitrarily assigned a numerical value solely as an identifier, and there is no relationship between the numbers. With continuous data a relationship exists between the numbers (interval and ratio numbers), so that each number represents a value. For example, an elevation of 1,000 feet is 2 times as high as an elevation of 500 feet. Continuous data represents variables that can be measured and can have an infinite number of potential values, unlike discrete data which is limited to integers only. Spatial distribution perspective—continuous dat forms a gradient; can be interpolated; isopleth…discrete forms abrupt boundaries; cannot interpolate; cloropleth.
10/10 Question 4. Identify the base map,
analytical operation used and the information contained in each of the five
"derived" maps.
Derived Map |
Base Map |
Analytical
Operation |
Information
Contained |
Slopemap |
Elevation |
Slope |
Percent slope, continuous data,
ranging from 0 to 65 % |
Proximity_roads |
Roads |
Spread |
Distance from each cell to the
nearest road, continuous data, ranging from 0 to 10.7 measured in cell units |
Proximity_water |
Water |
Spread |
Distance from each cell to the
nearest water feature, continuous data, ranging from 1 to 10.1 measured in
cell units |
Exposure_water |
Water and Elevation (Water is the feature viewed over the Elevation
surface) |
Radiate |
Number of cells with water visible
from each cell, continuous data, ranging from 0 to 121, measured in cell
units |
Aspectmap |
Elevation |
Orient |
Direction each cell faces, discrete
data, in compass point octants assigned a value of 0 to 8, with 9
representing a flat surface |
…excellent
organization and discussion!
8/8 Question 5. What percent of the project area is classified as "Excellent (9)" for each of the "Interpreted Maps" (S_pref, R_pref, W_pref, V_pref and A_pref)?
Which map layer is least spatially limiting?
Which map layer is most spatially limiting?
8/8 Question 6. What portion of the
Potential_average map is ranked Excellent (9), Very Good (8), Good (7),
Acceptable (6), Marginal (5), or Poor (<5)?
…excellent
discussion and extension.
To get the area
measurements for this table, I set the number of categories in shading manager
to 6 with the limits defined as 9-10, 8-9, 7-8, 6-7, 5-6, and 0-5.
After reading the
e-mail regarding masking the areas containing water, I did create the binary
map for water, and computed the resulting map as instructed. The results are reported in the following
table under NO_Water_Pot_avg. The
results using the binary masking file NO_prox found in the script sequence, are
reported under the column labeled P_avg_mask_NO_prox. It is interesting to note the different results. If the two maps masking water had been the same, the results of
the model would also have been the same, since the maps were multiplied together. The difference is due to the different masking techniques. The NO_prox map masked all cells within 1.4
cells of all water features. My method
masked only the pond and lake cells, with the lower number of masked cells
resulting in larger acceptable areas.
I also created a map
taking into consideration water coverage and areas of extreme slope. Using the binary masking files from the
script, NO_prox and NO_slope, a final map Potential_masked was created that
eliminates both areas within 1.4 cells of water features and areas with slopes
greater than 50%. The results of this
map are reported in the table below.
Again since more constraints were applied to the data, there is less acceptable area suitable
for the campground. The percent
of acceptable areas (sum of ratings from 9 to 5) dropped significantly, from a
range of 85-75% to only 62-45%.
I also considered
doing a similar masking process for the Roads data, since it would be
unsuitable to build a campground right on a road . But after reviewing the cell
size, 328 feet, I concluded that there would most likely be adequate room to
construct a campground within a cell containing a road. …yes, keeping in
mind that the road cell is 328x328ft or 164 feet on either side of the
centerline (not a line but a connected set of cells that contain a road).
Suitability Rating |
POTENTIAL_ average |
P_AVG_mask _NO_prox |
NO_Water_Pot_avg |
Potential _masked |
Excellent (9) |
0 |
0 |
0 |
0 |
Very Good (8) |
5 |
2.2 |
5 |
2.2 |
Good (7) |
32 |
12 |
28 |
12 |
Acceptable (6) |
34 |
24 |
27 |
19 |
Marginal (5) |
14 |
14 |
14 |
12 |
Poor (<5) |
15 |
48 |
25 |
55 |
(Optional 1-3… 5points). Create
another campground suitability map (POTENTIAL2) that changes some or all of the
preference calibrations.
Summarize the
changes you made and describe how you implemented them.
Complete the
following table…
Suitability Rating |
POTENTIAL_ average |
POTENTIAL2_ average |
Excellent (9) |
|
|
Very Good (8) |
|
|
Good (7) |
|
|
Acceptable (6) |
|
|
Marginal (5) |
|
|
Poor (<5) |
|
|
…briefly discuss how significant the changes are and which map layer(s) you think are having the greatest impact.
(Optional 1-4…5points). Choose another suitability modeling
application and create a flowchart of its processing similar to the Campground
Suitability model. Identify and briefly
describe the "model criteria," sub-models and initial thoughts on
calibration (classify).