GEO242.Lab13.SuitabilityAnalysis

You will assess areas suitable for a new park meeting three criteria using raster overlay. Suppose that new parks should be located in areas that are (a) of high density of population with age under 18 (b) far from existing parks (c) close to school.

1. Prepare data

2. Make choropleth maps

3. Make a kernel density map

An alternative way to visualize density is Kernel density estimation (KDE). Input data of KDE should be point data, therefore you need to convert census block group (polygon) to centroid.

4. Create distance raster datasets

5. Screen areas suitable for a new park using binary criteria (or dominance rule)

Suppose that suitable areas for a new park should meet the following requirements: (a) kids density is greater than mean (77) + one standard deviation (74) (a) distance to parks > 3000 feet (b) distance to school < 1000 feet

6. Assess suitability for a new park using ordinal criteria (or contributory rule)

Suppose that you want to assign composite suitability scores to any areas given the following criteria: (a) the higher kids density the better (b) the farther from parks the better (c) the closer to schools the better.

Because units are different among datasets (especially density and distance), it is necessary to make units comparable. One way of doing this is to reclassify data values (of density and distance) to ordinal scale like 0 to 10 where higher scores means more suitable.

Let's assume that three three criteria carry the same weight, thus the composite suitability scores will be calculated as ordinal score of (a)*.33 + ordinal score of (b)*.33 + ordinal score of (c)*.34 (that is weighted sum).

7. Compare results