Agriculture Reference
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Fig ure 4.6 The variation in drought probabilities according to the number of subareas.
[51],
Line
——
1.4
——
Cust
PgEn
Drought Parameters The global assessment of model performances can
be achieved on the basis of drought parameters such as averages (i.e., expec-
tations and variances), but for drought predictions, the PDF expressions as
derived above are significant. The expected (i.e., average) number of SMDs,
E i ( A d ), over a region of m subareas during time interval, i t, is defined as
m
kP i t A d =
k
E i ( A d )
=
[4.20]
[51],
k
=
0
Si milarly, the variance, V i ( A d ), of a drought-affected area is given by defi-
ni tion as
m
k 2 P i t A d =
k
E i ( A d )
V i ( A d )
=
[4.21]
=
k
0
Th e drought-stricken average area within the whole region can be deter-
m ined as:
i
1
q r
E i ( A d )
=
mp r
[4.22]
k
=
0
or , succinctly,
m 1
q r
E i ( A d )
=
[4.23]
Furthermore, the percentage of agricultural drought area, P i A , can be
ca lculated by dividing both sides by the total number of subareas, m ,
le ading to
P i A = ( 1
q r )
[4.24]
Fi gure 4.7 shows the variation in a drought-affected area with the number
of SMD subareas, i , for given SMD probability, q r .
 
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