An economic dispatch method for power system based on fruit fly optimization algorithm
A fruit fly optimization algorithm and power system technology, applied in system integration technology, information technology support system, computing, etc., can solve problems such as the inability to balance global search capabilities and local search capabilities, and the inability to obtain power system parameter values
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Embodiment 1
[0115] Three test systems with different characteristics of IEEE6, IEEE40 and IEEE10 are optimized by using the fruit fly optimization algorithm and compared with the existing optimization results.
[0116] Table 1 Relevant test data of IEEE6 test system 1
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[0118] Table 2 Relevant test data of IEEE6 test system 2
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[0120] Table 3 IEEE6 machine test system network loss data
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[0122] B oi = 1.0e -03* [-0.3908 -0.1297 0.7047 0.0591 0.2161 -0.6635],
[0123] B oo =0.056.
[0124] Calculation example 1 takes the IEEE6 computer test system as an example, and the system data are shown in Table 1, Table 2 and Table 3. The total load of the system is 1260MW, and each unit has an upper and lower output limit and two sets of operating restricted areas, taking into account network loss. Due to the upper and lower limits of the unit output and the constraints of the restricted area, the solution space of the test system is discontinuous and non-c...
Embodiment 3
[0137] Table 8 IEEE10 machine dynamic test system data
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[0139] Table 9 Loads of each section of EEE10 machine dynamic test system
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[0141] Taking the IEEE10 machine dynamic test system as an example, see Table 8 and Table 9 for system data and load at each time period. Taking into account the valve point effect, ignoring the network loss. The test system was optimized 50 times. Table 10 is a comparison of the statistical results of different algorithm optimizations. The average value of the statistical results is also used as an indicator to measure the pros and cons of the algorithms.
[0142] Table 10 Comparison of statistical results of different algorithms
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[0144]
[0145] It can be seen from Table 4 that under the same precision requirements, the optimal solutions of MIQCQP, CSA, λ-Consensus, BBO, and HCRO-DE are 15443.07USD, 15443.08USD, 15452.09USD, 15443.0963USD, 15443.0750USD, respectively, They are all greater than the opti...
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