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Mathematical Problems in Engineering
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Mathematical Problems in Engineering
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2015
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Article
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Tab 8
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Research Article
Artificial Bee Colony Algorithm Based on
-Means Clustering for Multiobjective Optimal Power Flow Problem
Table 8
The best solutions for cost and emission from the Pareto front based on four multiobjective algorithms.
ā
CMOABC
MOABC
NSGA-II
MOPSO
ā
Best
Best
Best
Best
Best
Best
Best
Best
PG1
12.36
41.30
11.09
7.92
36.25
42.01
26.11
56.01
PG2
29.99
45.41
30.16
42.08
55.45
47.91
32.99
46.62
PG3
55.40
55.31
57.50
60.89
49.60
50.97
62.14
56.12
PG4
105.16
43.40
105.41
101.06
46.20
43.10
102.13
40.31
PG5
45.26
52.79
45.39
42.61
56.92
52.20
45.21
56.03
PG6
38.01
52.01
37.81
33.88
44.32
52.06
38.15
48.96
(cost)
606.52
639.09
607.18
645.01
610.80
639.89
607.12
643.90
(emission)
0.2255
0.1931
0.2259
0.2009
0.2317
0.1992
0.2590
0.1959