Environmental Engineering Reference
In-Depth Information
Figure 3. Organizational influence
ated their total influences. Their ranking might
determine the most and least influential system.
In Table 2 the different influences' factors are
combined.
It helps to estimate the value of total influence,
for instance, NPP on all of subsystems as:
NPP
NPP
NPP
NPP
NPP
NPP
I
(
I
( ),
t
I
( ),
t
I
( ),
t
I
( ), ...,
t
I
( ))
t
tot
phys
geo
org
inf
soc
total NPP s
'
inf
luence
;
I
NPP
i
I
( )
t
=
I
(
NPP
SPG
);
phys
phys
i
i
=
1
I
NPP
i
I
( )
t
=
I NPP
(
SPG
), ...;
geo
geo
i
i
=
1
(
NPP
I
H M L
w M L H w M H L
SPG S of power grid
=
w
+ + +
)
tot
phys
(
+ +
)
+
(
+ + +
)
...,
Similarly, the organizational influence might
be represented as shown in Figure 3.
The value of organizational influence could
be calculated as:
geo
org
.
i
i
(5)
We shall consider the relative influence value
rel ( ) . The relative influence value determines
the influence of one system on another system,
for example NPP on TPP. It might be calculated
as:
I
t
I
(
NPP
i
)
I
=
I NPP
SPG
;
org
org
i
i
=
1
I
(
NPP
i
I
=
I NPP
SPG
)
=M + L + M.
(4)
org
org
i
I NPP
(
TPP
)
=
I NPP
(
TPP
)
+
i
=
1
rel
geo
I NPP TPP
I NPP
(
)
+
(6)
org
...
+
(
TPP
).
The total influence value might be calculated
as a sum of the particular influence values on all
influence space existed for NPP-PG system.
The total influence value calculated as a sum
of the particular influence values characterizes the
absolute influence of NPP on other PG systems.
For each systems of power grid could be evalu-
soc
The different types of NPP's relative influence
are shown in Figure 4.
Similarly, the relative influences of different
power grid systems might be evaluated for NPP.
Table 2. The combined matrix of influences
Physical
Geographical
Informational
NPP
TPP
HPP
DG
NPP
TPP
HPP
DG
NPP
TPP
HPP
DG
NPP
0
M
L
H
0
H
M
L
0
M
H
M
TPP
M
0
M
L
H
0
M
L
H
0
H
H
HPP
L
H
0
H
H
L
0
H
H
L
0
H
DG
L
L
H
0
L
M
M
0
L
M
H
0
 
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