Environmental Engineering Reference
In-Depth Information
six possible values (Table 3). The total number
of diversity type combinations, without consid-
eration dependencies among them is 54,000.
However, a significant part of these combinations
is infeasible. Our model represents all and only
feasible combinations of various diversity types.
Each path through the graph represents a set of
independent diversity combinations. There are no
dependencies among diversity values inside each
set.
The model contains 26 different paths with
374 feasible diversity combinations, as shown
in Table 6.
The model allows choice of optimal design
decisions with various types of diversity. The
specific way of using the model depends on se-
lected criteria. For example, if we would like to
minimize cost of the design decision, the model
allows easy cost calculation of each feasible di-
Table 6. Feasible combinations of diversity types
Path
TC
MC
FC
TP
MP
L
TO
Number
of Feasible
Combinations
1
TC1, TC3
MC1, MC3
FC1, FC3
TP1
MP1, MP2
L1
TO1
16
2
TC1, TC3
MC1, MC3
FC1, FC3
TP1
MP1, MP2
L2, L3
TO2
32
3
TC1, TC3
MC1, MC3
FC1, FC3
TP2
MP1, MP2
L1
TO1
16
4
TC1, TC3
MC1, MC3
FC1, FC3
TP2
MP3, MP4
L2, L3
TO2
32
5
TC1, TC3
MC3
FC4
TP1
MP1, MP2
L1
TO1
4
6
TC1, TC3
MC3
FC4
TP1
MP1, MP2
L2, L3
TO2
8
7
TC1, TC3
MC3
FC4
TP2
MP1, MP2
L1
TO1
4
8
TC1, TC3
MC3
FC4
TP2
MP3, MP4
L2, L3
TO2
8
9
TC1, TC3
MC3
FC3, FC5, FC6
TP3, TP5 MP1, MP2
L1
TO1
24
10
TC1, TC3
MC3
FC3, FC5, FC6
TP3, TP5 MP1, MP2
L2, L3
TO2
48
11
TC1, TC3
MC3
FC3, FC5, FC6
TP4
MP3, MP4
L1
TO1
12
12
TC1, TC3
MC3
FC3, FC5, FC6
TP4
MP3, MP4
L2, L3
TO2
24
13
TC5, TC6
MC4, MC5
FC4
TP1
MP1, MP2
L5
TO2
8
14
TC5, TC6
MC4, MC5
FC4
TP2
MP3, MP4
L5
TO2
8
15
TC5, TC6
MC4, MC5
FC3, FC5, FC6
TP3, TP5 MP1, MP2
L5
TO2
24
16
TC5, TC6
MC4, MC5
FC3, FC5, FC6
TP4
MP3, MP4
L5
TO2
24
17
TC2
MC1, MC2
FC1, FC2
TP1
MP1, MP2
L4
TO3
8
18
TC2
MC1, MC2
FC1, FC2
TP2
MP3, MP4
L4
TO3
8
19
TC2
MC3
FC4
TP1
MP1, MP2
L4
TO3
2
20
TC2
MC3
FC4
TP2
MP3, MP4
L4
TO3
2
21
TC2
MC3
FC3, FC5, FC6
TP3, TP5 MP1, MP2
L4
TO3
12
22
TC2
MC3
FC3, FC5, FC6
TP4
MP3, MP4
L4
TO3
6
23
TC4
MC4, MC5
FC4
TP1
MP1, MP2
L4
TO3
4
24
TC4
MC4, MC5
FC4
TP2
MP3, MP4
L4
TO3
4
25
TC4
MC4, MC5
FC3, FC5, FC6
TP3, TP5 MP1, MP2
L4
TO3
24
26
TC4
MC4, MC5
FC3, FC5, FC6
TP4
MP3, MP4
L4
TO3
12
Total
374
 
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