Research Article
A Memetic Approach for Improving Minimum Cost of Economic Load Dispatch Problems
Table 1
Minimum costs of ELD problem from three different algorithms.
| Number | Generation (MW) | Cost ($) | HS | FA | HMBO | HS | FA | HMBO |
| 1 | 110.8312 | 110.8099 | 110.8018 | 925.6191 | 925.2642 | 925.1296 | 2 | 110.8234 | 110.8059 | 110.8000 | 925.4891 | 925.1976 | 925.0998 | 3 | 97.3999 | 97.4023 | 97.3999 | 1190.5485 | 1190.5949 | 1190.5485 | 4 | 179.7331 | 179.7332 | 179.7331 | 2143.5503 | 2143.5524 | 2143.5503 | 5 | 88.9932 | 92.7070 | 87.7998 | 726.2998 | 787.1211 | 706.5003 | 6 | 140.0000 | 140.0000 | 140.0000 | 1596.4643 | 1596.4643 | 1596.4643 | 7 | 259.6006 | 259.6004 | 259.5997 | 2612.9019 | 2612.8983 | 2612.8846 | 8 | 284.6143 | 284.6004 | 284.5997 | 2780.1031 | 2779.8502 | 2779.8368 | 9 | 284.5997 | 284.6004 | 284.5997 | 2798.2312 | 2798.2440 | 2798.2303 | 10 | 130.0000 | 130.0028 | 130.0000 | 2502.0650 | 2502.1290 | 2502.0650 | 11 | 168.7998 | 168.8008 | 94.0000 | 2959.4585 | 2959.4811 | 1893.3054 | 12 | 168.7998 | 168.8008 | 94.0000 | 2977.4549 | 2977.4776 | 1908.1668 | 13 | 214.7598 | 214.7606 | 214.7598 | 3792.0703 | 3792.0901 | 3792.0700 | 14 | 394.2794 | 304.5204 | 394.2794 | 6414.8612 | 5149.7187 | 6414.8604 | 15 | 304.5191 | 394.2801 | 394.2794 | 5171.1965 | 6436.6047 | 6436.5863 | 16 | 394.2794 | 394.2801 | 394.2794 | 6436.5870 | 6436.6047 | 6436.5863 | 17 | 489.2794 | 489.2801 | 489.2794 | 5296.7114 | 5296.7265 | 5296.7107 | 18 | 489.2794 | 489.2801 | 489.2794 | 5288.7658 | 5288.7809 | 5288.7652 | 19 | 511.2796 | 511.2817 | 511.2794 | 5540.9342 | 5540.9797 | 5540.9292 | 20 | 511.2794 | 511.2817 | 511.2794 | 5540.9099 | 5540.9597 | 5540.9092 | 21 | 523.2867 | 523.2793 | 523.2794 | 5071.4381 | 5071.2898 | 5071.2897 | 22 | 523.2836 | 523.2793 | 523.2807 | 5071.3753 | 5071.2898 | 5071.3156 | 23 | 523.2794 | 523.2832 | 523.2794 | 5057.2237 | 5057.3002 | 5057.2231 | 24 | 523.2794 | 523.2832 | 523.2794 | 5057.2237 | 5057.3002 | 5057.2231 | 25 | 523.2794 | 523.2793 | 523.2794 | 5275.0891 | 5275.0886 | 5275.0885 | 26 | 523.2794 | 523.2793 | 523.2794 | 5275.0891 | 5275.0886 | 5275.0885 | 27 | 10.0000 | 10.0000 | 10.0000 | 1140.5240 | 1140.5240 | 1140.5240 | 28 | 10.0000 | 10.0000 | 10.0000 | 1140.5240 | 1140.5240 | 1140.5240 | 29 | 10.0000 | 10.0000 | 10.0000 | 1140.5240 | 1140.5240 | 1140.5240 | 30 | 91.2184 | 87.8008 | 87.7999 | 762.9889 | 706.5149 | 706.5001 | 31 | 190.0000 | 189.9989 | 190.0000 | 1643.9913 | 1643.9869 | 1643.9913 | 32 | 190.0000 | 189.9989 | 190.0000 | 1643.9913 | 1643.9869 | 1643.9913 | 33 | 190.0000 | 189.9989 | 190.0000 | 1643.9913 | 1643.9869 | 1643.9913 | 34 | 164.9179 | 164.8036 | 164.8015 | 1587.5968 | 1585.6100 | 1585.5733 | 35 | 164.8672 | 164.8036 | 194.3928 | 1541.0193 | 1539.9348 | 1985.3690 | 36 | 164.8786 | 164.8036 | 200.0000 | 1541.2137 | 1539.9348 | 2043.7270 | 37 | 110.0000 | 110.0000 | 110.0000 | 1220.1661 | 1220.1661 | 1220.1661 | 38 | 110.0000 | 110.0000 | 110.0000 | 1220.1661 | 1220.1661 | 1220.1661 | 39 | 110.0000 | 110.0000 | 110.0000 | 1220.1661 | 1220.1661 | 1220.1661 | 40 | 511.2795 | 511.2794 | 511.2794 | 5540.9320 | 5540.9299 | 5540.9292 |
| Sum | 10500.0000 | 10500.0000 | 10500.0000 | 121415.4560 | 121415.0522 | 121412.5704 |
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