Complexity / 2020 / Article / Tab 16 / Research Article
Simple Quadratic Interpolation-Inspired Symbiosis Organisms Search Algorithm for Optimal Placement of Capacitors in Radial Distribution Networks with Different Loading Models Table 16 Results of real power loss in all lines of the 119-bus system before and after the installation of capacitors.
Line Real power loss (kW) Uncompensated Compensated by SQI-SOS 1-2 54.693 40.757 2-3 1.07E − 04 1.07E − 04 2–4 43.480 30.111 4-5 0.032 0.032 5-6 0.021 0.021 6-7 0.008 0.008 7-8 0.003 0.003 8-9 0.002 0.002 2–10 9.016 9.009 10-11 5.060 5.056 11-12 0.242 0.242 12-13 0.155 0.155 13-14 0.141 0.140 14-15 0.018 0.018 15-16 0.010 0.010 16-17 0.002 0.002 11–18 5.692 5.687 18-19 2.999 2.997 19-20 3.288 3.286 20-21 0.829 0.829 21-22 0.439 0.439 22-23 3.596 3.593 23-24 0.516 0.516 24-25 0.080 0.080 25-26 0.007 0.007 26-27 0.002 0.002 4–28 13.066 8.854 28-29 8.888 5.880 29-30 37.661 22.342 30-31 40.934 22.299 31-32 17.805 9.099 32-33 18.523 10.325 33-34 16.343 8.905 34-35 12.331 6.343 30–36 2.083 2.046 36-37 0.348 0.342 29–38 11.434 8.464 38-39 9.456 6.855 39-40 3.689 2.654 40-41 4.037 2.855 41-42 7.621 6.211 42-43 0.263 0.257 43-44 0.064 0.063 44-45 0.028 0.028 45-46 0.005 0.005 35–47 15.022 7.490 47-48 8.107 3.970 48-49 9.464 4.546 49-50 8.580 3.956 50-51 2.016 1.887 51-52 0.525 0.492 52-53 1.340 1.254 53-54 1.086 1.017 29–55 4.162 4.140 55-56 3.834 3.815 56-57 2.957 2.941 57-58 4.074 4.053 58-59 0.329 0.327 59-60 0.275 0.274 60-61 0.081 0.081 61-62 0.014 0.014 1–63 21.514 14.882 63-64 78.020 53.567 64-65 76.194 52.927 65-66 26.431 18.290 66-67 37.674 25.135 67-68 48.439 32.331 68-69 37.607 24.970 69-70 84.702 55.975 70-71 9.090 6.320 71-72 8.740 6.211 72-73 7.149 5.446 73-74 4.499 3.497 74-75 0.313 0.289 75-76 0.613 0.565 76-77 0.009 0.008 64–78 37.404 24.564 78-79 9.678 6.266 79-80 3.949 2.301 80-81 1.822 1.773 81-82 0.461 0.449 82-83 0.152 0.148 83-84 0.019 0.018 84-85 0.005 0.005 79–86 0.419 0.409 86-87 0.011 0.011 87-88 0.001 0.001 65–89 20.677 14.298 89-90 7.558 5.200 90-91 7.180 4.964 91-92 0.291 0.283 92-93 0.103 0.100 93-94 0.022 0.021 94-95 0.022 0.021 91–96 2.974 2.224 96-97 0.917 0.890 97-98 0.012 0.012 98-99 0.002 0.002 1-100 24.074 15.852 100-101 45.611 28.730 101-102 33.412 20.393 102-103 43.442 25.825 103-104 69.359 38.948 104-105 22.986 12.902 105-106 43.600 24.262 106-107 19.223 10.705 107-108 31.590 18.174 108-109 11.153 6.153 109-110 15.047 7.897 110-111 4.069 2.678 110-112 0.409 0.388 112-113 0.011 0.010 100-114 2.160 2.157 114-115 0.210 0.210 115-116 0.248 0.248 116-117 0.031 0.031 117-118 0.006 0.006