A Method for Solving Node Marginal Price
A nodal and marginal technology, which is applied in the field of node marginal electricity price solution and marginal electricity price solution, can solve the problems that the node marginal electricity price of pure rigid load nodes cannot be obtained and is not applicable
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Embodiment 1
[0176] The network topology structure diagram of embodiment 1 provided by the present invention is as follows image 3 As shown, it contains: 4 generators, 3 loads, and no pure load nodes. The generator quotation parameters are shown in Table 1, and the load quotation parameters are shown in Table 2:
[0177] Table 1 Generator Quotation Parameters
[0178] dynamo Capacity (MW) Marginal cost ($ / MWh) A 140 7.5 B 285 6 C 90 14 D 85 10
[0179] Table 2 Load Quotation Parameters
[0180]
[0181] Select the reference parameter S B =100MVA,V B =115KV. Line parameters are shown in Table 3:
[0182] Table 3 line unit parameters
[0183] branch road Admittance parameter (p.u.) Capacity (MW) 1-2 3.12-j2.94 80 1-3 2.68-j5.32 220 2-3 2.81-j4.49 130
[0184] (1) Choose node 3 as the reference point, then
[0185] Node conductance matrix:
[0186] Negative node susceptance matrix:
[0187] DC net...
Embodiment 2
[0223] The network topology structure diagram of embodiment 2 provided by the present invention is as follows Figure 4 As shown, it contains: 3 generators, 3 loads, and node 2 is a pure load node. The generator quotation parameters are shown in Table 5, and the load quotation parameters are shown in Table 6:
[0224] Table 5 Generator Quotation Parameters
[0225] dynamo Capacity (MW) Marginal cost ($ / MWh) A 140 7.5 B 200 6 C 85 10
[0226] Table 6 Load Quotation Parameters
[0227] load Minimum power (MW) Maximum power (MW) Marginal cost ($ / MWh) L1 0 0.5 14 L2 1 1 —— L3 0 2 15
[0228] Line parameters are the same as Table 3 of Embodiment 1.
[0229] (1) Economic dispatch model
[0230] min 7.5*P A +6*P B +10*P C -14*L 1 -0*L 2 -15*L 3
[0231] S.T.P A +P B +P C -L 1 -L 2 -L 3 -P L =0
[0232] 0.2504 (P A +P B -L 1 )-0.2966(0-L 2 )≤0.8
[0233] 0.7496 (P A +P B -L 1 )+0.2...
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