Environmental Engineering Reference
In-Depth Information
simple matrix . Three-dimensional matrices have also been developed in which the third
dimension refers to economic and social institutions: such an approach identifies the
institutions from which data are needed for the EIA process, and highlights areas in
which knowledge is lacking.
The time-dependent matrix (e.g. Parker & Howard 1977) includes a number sequence
to represent the tim escale of the impacts (e.g. one figure per year). Figure 4.10
P roject action
Environmental
component
Construction (3 years)
Operation (25 years, evens out after 4
years)
Utilities
Residential and
commercial
buildings
Residential
buildings
Commercial
buildings
Parks and
open
spaces
Soil and geology
211
321
0000
0000
0001
Flora
221
422
1223
1111
1123
Fauna
221
311
1100
1100
1122
Air quality
000
000
0123
0034
0011
Water quality
010
022
1223
0111
0000
Population density
011
112
2344
0222
0011
Employment
120
342
1111
1334
1111
Traffic
220
332
2333
2333
1111
Housing
010
121
2344
0000
0000
Community
structure
010
232
2344
1111
1233
Figure 4.10 Part of a time-dependent
matrix.
shows an example where magnitude is represented by numbers from 0 (none) to 4 (high),
over a course of 7 years.
Magnitude matrices go beyond the mere identification of impacts by describing them
according to their magnitude, importance and/or time frame (e.g. short-, medium- or
long-term). Figure 4.11 is an example of a magnitude matrix.
The best known type of quantified matrix is the Leopold matrix, which was developed
for the US Geological Survey by Leopold et al. (1971). It is based on a horizontal list of
100 project actions and a vertical list of 88 environmental components. Figure 4.12
shows a section of this matrix and lists all its elements. Of the 8,800 possible interactions
between project action and environmental component, Leopold et al. estimate that an
individual project is likely to result in 25-50. In each appropriate cell, two numbers are
recorded. The number in the top left-hand corner represents the impact's magnitude, from
+10 (very positive) to −10 (very negative). That in the bottom right-hand corner
represents the impact's significance, from 10 (very significant) to 1 (insignificant); there
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